Previsão de Preço Zus - Projeção ZCN
$0.005783
-0.2323%
Add to portfolio
Add to favorites
Sentiment
Altista 73.53%
Baixista 26.47%
SMA 50
$0.004734
SMA 200
$0.006225
RSI (14)
54.43
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.005472
Previsão de Preço Zus até $0.005965 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.001998 | $0.005965 |
| 2027 | $0.001923 | $0.005053 |
| 2028 | $0.003471 | $0.0085034 |
| 2029 | $0.007626 | $0.025087 |
| 2030 | $0.006486 | $0.018752 |
| 2031 | $0.007668 | $0.017119 |
| 2032 | $0.0117053 | $0.031755 |
| 2033 | $0.02720065 | $0.084584 |
| 2034 | $0.021868 | $0.048987 |
| 2035 | $0.025854 | $0.057718 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Zus hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.59, com um retorno de 39.56% nos próximos 90 dias.
$
≈ $3,955.59
(39.56% ROI)
Previsão de preço de longo prazo de 0chain para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Zus'
'name_with_ticker' => 'Zus <small>ZCN</small>'
'name_lang' => '0chain'
'name_lang_with_ticker' => '0chain <small>ZCN</small>'
'name_with_lang' => '0chain/Zus'
'name_with_lang_with_ticker' => '0chain/Zus <small>ZCN</small>'
'image' => '/uploads/coins/0chain.png?1717217607'
'price_for_sd' => 0.005783
'ticker' => 'ZCN'
'marketcap' => '$279.95K'
'low24h' => '$0.004759'
'high24h' => '$0.005804'
'volume24h' => '$167.16'
'current_supply' => '48.4M'
'max_supply' => '400M'
'algo' => 'Delegated Proof-of-Stake'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.005783'
'change_24h_pct' => '-0.2323%'
'ath_price' => '$5.16'
'ath_days' => 1518
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 de nov. de 2021'
'ath_pct' => '-99.89%'
'fdv' => '$2.31M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.285184'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.005833'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.005111'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.001998'
'current_year_max_price_prediction' => '$0.005965'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.006486'
'grand_prediction_max_price' => '$0.018752'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0058934611046896
107 => 0.0059154651491282
108 => 0.0059650413848025
109 => 0.0055414178789686
110 => 0.0057316123961554
111 => 0.0058433338561863
112 => 0.005338572235305
113 => 0.0058333563418738
114 => 0.0055340435362093
115 => 0.0054324522744393
116 => 0.0055692315247816
117 => 0.005515928517901
118 => 0.0054701017226427
119 => 0.0054445295834842
120 => 0.0055449651691607
121 => 0.0055402797290424
122 => 0.0053759476171686
123 => 0.005161583076263
124 => 0.0052335308524671
125 => 0.0052073915508582
126 => 0.0051126593497904
127 => 0.0051764974153005
128 => 0.0048953868824994
129 => 0.0044117508216692
130 => 0.0047312556176268
131 => 0.0047189550305368
201 => 0.0047127525167388
202 => 0.004952851540437
203 => 0.0049297715593354
204 => 0.0048878811676361
205 => 0.005111889999896
206 => 0.0050301237627771
207 => 0.005282108039029
208 => 0.0054480811806897
209 => 0.0054059850232958
210 => 0.0055620835652455
211 => 0.0052351883839168
212 => 0.0053437698503959
213 => 0.0053661483401498
214 => 0.0051091257656779
215 => 0.0049335477296785
216 => 0.0049218386764135
217 => 0.0046174105581345
218 => 0.0047800336016612
219 => 0.004923135150166
220 => 0.004854600613561
221 => 0.0048329046266829
222 => 0.0049437447183577
223 => 0.004952357942762
224 => 0.0047559755135549
225 => 0.0047968096392098
226 => 0.0049670947312992
227 => 0.0047925188917957
228 => 0.0044533465524418
301 => 0.0043692271228575
302 => 0.0043580040403223
303 => 0.0041298654756938
304 => 0.0043748483853751
305 => 0.0042679067801654
306 => 0.0046057340296656
307 => 0.004412768916555
308 => 0.0044044505762032
309 => 0.0043918761847264
310 => 0.0041955078978652
311 => 0.0042385000728321
312 => 0.0043814126103154
313 => 0.0044324054137143
314 => 0.0044270864465481
315 => 0.004380712260916
316 => 0.0044019421256241
317 => 0.0043335533344241
318 => 0.0043094038288618
319 => 0.0042331813464623
320 => 0.0041211553543332
321 => 0.0041367332556341
322 => 0.0039147804520309
323 => 0.0037938487847011
324 => 0.0037603764930379
325 => 0.0037156159457226
326 => 0.0037654323159605
327 => 0.0039141516876252
328 => 0.0037347645728228
329 => 0.003427217947037
330 => 0.0034457020232807
331 => 0.0034872302546287
401 => 0.0034098426702484
402 => 0.00333660181628
403 => 0.0034002787965872
404 => 0.0032699672369262
405 => 0.0035029777840429
406 => 0.0034966755017479
407 => 0.0035835274244374
408 => 0.0036378377140761
409 => 0.0035126700796241
410 => 0.0034811907580487
411 => 0.0034991228102734
412 => 0.0032027459311384
413 => 0.0035593071104017
414 => 0.0035623906662865
415 => 0.0035359873887198
416 => 0.0037258452090861
417 => 0.0041265044281983
418 => 0.0039757603134886
419 => 0.003917387636008
420 => 0.0038064211334472
421 => 0.0039542774095705
422 => 0.0039429243544814
423 => 0.0038915815338504
424 => 0.0038605292357335
425 => 0.0039177440471294
426 => 0.0038534396874332
427 => 0.0038418888574661
428 => 0.0037719033952927
429 => 0.0037469217694324
430 => 0.0037284263681926
501 => 0.0037080647487482
502 => 0.0037529774074431
503 => 0.0036511994140881
504 => 0.0035284651315216
505 => 0.0035182611039296
506 => 0.0035464353212585
507 => 0.0035339703274142
508 => 0.0035182014263347
509 => 0.003488094299769
510 => 0.003479162158454
511 => 0.003508187284469
512 => 0.0034754196094681
513 => 0.0035237700988795
514 => 0.0035106214411142
515 => 0.0034371741076865
516 => 0.0033456315365499
517 => 0.0033448166156498
518 => 0.0033250939188583
519 => 0.003299974099167
520 => 0.0032929863399926
521 => 0.0033949160989153
522 => 0.0036059076493843
523 => 0.0035644849594273
524 => 0.0035944170980892
525 => 0.0037416535953794
526 => 0.003788455650312
527 => 0.0037552366602882
528 => 0.0037097644578857
529 => 0.0037117650040161
530 => 0.0038671572849974
531 => 0.0038768489109541
601 => 0.0039013365231098
602 => 0.0039328100249282
603 => 0.0037605967337432
604 => 0.0037036537734881
605 => 0.0036766710398441
606 => 0.0035935746638527
607 => 0.0036831869812146
608 => 0.0036309737214698
609 => 0.0036380190740683
610 => 0.003633430778946
611 => 0.003635936298342
612 => 0.0035029126528462
613 => 0.0035513794777479
614 => 0.0034707939810536
615 => 0.0033628990471264
616 => 0.003362537345475
617 => 0.0033889444776991
618 => 0.003373236482141
619 => 0.0033309666699838
620 => 0.0033369708972929
621 => 0.0032843675481208
622 => 0.0033433578962967
623 => 0.0033450495284048
624 => 0.0033223350311311
625 => 0.0034132178015955
626 => 0.0034504525468081
627 => 0.0034355013781108
628 => 0.0034494035329555
629 => 0.0035662062592072
630 => 0.0035852502000465
701 => 0.0035937082605952
702 => 0.0035823755799382
703 => 0.0034515384723736
704 => 0.0034573416544564
705 => 0.0034147617548044
706 => 0.0033787862265577
707 => 0.0033802250590208
708 => 0.0033987211570309
709 => 0.0034794947018228
710 => 0.0036494778649769
711 => 0.0036559286017625
712 => 0.0036637470829279
713 => 0.0036319453907743
714 => 0.0036223536961196
715 => 0.0036350076171956
716 => 0.0036988443559861
717 => 0.0038630497796609
718 => 0.0038050086160228
719 => 0.0037578202465204
720 => 0.003799217168467
721 => 0.0037928444368132
722 => 0.0037390521683639
723 => 0.0037375423985492
724 => 0.0036342978369666
725 => 0.0035961306733144
726 => 0.0035642353346039
727 => 0.003529406457381
728 => 0.0035087587314887
729 => 0.0035404830226829
730 => 0.0035477387434297
731 => 0.0034783730262881
801 => 0.0034689187353568
802 => 0.0035255642773377
803 => 0.0035006366862705
804 => 0.0035262753318576
805 => 0.003532223717558
806 => 0.0035312658904573
807 => 0.0035052386224676
808 => 0.00352182762694
809 => 0.0034825896859427
810 => 0.0034399243184563
811 => 0.0034127064721463
812 => 0.0033889552913174
813 => 0.003402133826868
814 => 0.0033551547539356
815 => 0.0033401252030026
816 => 0.0035162076454891
817 => 0.0036462816389592
818 => 0.0036443903115792
819 => 0.0036328773425633
820 => 0.0036157714059261
821 => 0.0036975929501748
822 => 0.003669087960232
823 => 0.003689827722087
824 => 0.0036951068619242
825 => 0.0037110852282361
826 => 0.0037167961208056
827 => 0.0036995338369906
828 => 0.0036415995040971
829 => 0.0034972326547575
830 => 0.0034300294966791
831 => 0.0034078513351561
901 => 0.0034086574692051
902 => 0.0033864206933919
903 => 0.0033929704204513
904 => 0.0033841429656131
905 => 0.0033674259017405
906 => 0.0034011015952813
907 => 0.0034049824052511
908 => 0.0033971220959841
909 => 0.0033989734833638
910 => 0.003333893479815
911 => 0.0033388413711385
912 => 0.0033112908835018
913 => 0.003306125499196
914 => 0.0032364802655457
915 => 0.0031130936388961
916 => 0.0031814618074896
917 => 0.003098882673848
918 => 0.0030676087046598
919 => 0.0032156548106965
920 => 0.0032007950878102
921 => 0.0031753617015951
922 => 0.0031377404226009
923 => 0.0031237863242657
924 => 0.0030390056401116
925 => 0.0030339963450044
926 => 0.0030760159413422
927 => 0.0030566253434383
928 => 0.0030293936001876
929 => 0.002930762986571
930 => 0.002819869521392
1001 => 0.0028232166980543
1002 => 0.0028584898460814
1003 => 0.0029610512812025
1004 => 0.0029209787541699
1005 => 0.0028919056760284
1006 => 0.002886461162426
1007 => 0.0029546106490211
1008 => 0.0030510564503118
1009 => 0.0030963066624243
1010 => 0.0030514650764902
1011 => 0.0029999534770116
1012 => 0.0030030887493901
1013 => 0.0030239463118975
1014 => 0.0030261381468069
1015 => 0.0029926093910243
1016 => 0.0030020475393813
1017 => 0.0029877101289847
1018 => 0.0028997214678453
1019 => 0.0028981300319803
1020 => 0.0028765361955279
1021 => 0.0028758823427421
1022 => 0.0028391458401015
1023 => 0.0028340061494347
1024 => 0.0027610635936955
1025 => 0.0028090746047734
1026 => 0.0027768713392336
1027 => 0.0027283334220827
1028 => 0.0027199654668708
1029 => 0.0027197139160325
1030 => 0.0027695515040669
1031 => 0.0028084922235404
1101 => 0.0027774315288251
1102 => 0.0027703596107247
1103 => 0.0028458691943905
1104 => 0.0028362599115839
1105 => 0.0028279383346466
1106 => 0.0030424207866331
1107 => 0.0028726411896113
1108 => 0.0027986075946293
1109 => 0.0027069769622406
1110 => 0.0027368123581881
1111 => 0.0027430991144874
1112 => 0.0025227439612555
1113 => 0.0024333459030328
1114 => 0.0024026678583455
1115 => 0.0023850122099041
1116 => 0.0023930581106046
1117 => 0.0023125893728578
1118 => 0.0023666656954537
1119 => 0.002296986570418
1120 => 0.0022853046383503
1121 => 0.0024098995455013
1122 => 0.0024272361989585
1123 => 0.0023532726492341
1124 => 0.0024007692217682
1125 => 0.0023835463043156
1126 => 0.0022981810190256
1127 => 0.002294920693032
1128 => 0.0022520873936084
1129 => 0.0021850615741714
1130 => 0.0021544289761459
1201 => 0.0021384752531298
1202 => 0.0021450580701782
1203 => 0.002141729596441
1204 => 0.0021200090538397
1205 => 0.0021429745925178
1206 => 0.0020843071312112
1207 => 0.002060945275403
1208 => 0.0020503932671254
1209 => 0.0019983225184427
1210 => 0.0020811902355639
1211 => 0.0020975162197768
1212 => 0.0021138743712219
1213 => 0.0022562609113674
1214 => 0.0022491476822019
1215 => 0.0023134478095747
1216 => 0.0023109492248654
1217 => 0.0022926097869456
1218 => 0.0022152387150534
1219 => 0.0022460774453029
1220 => 0.0021511606269976
1221 => 0.0022222787609882
1222 => 0.0021898234145992
1223 => 0.0022113055757269
1224 => 0.0021726787130509
1225 => 0.0021940564137199
1226 => 0.0021013877162877
1227 => 0.0020148549905094
1228 => 0.0020496782854103
1229 => 0.0020875351894945
1230 => 0.0021696186033087
1231 => 0.0021207303992144
]
'min_raw' => 0.0019983225184427
'max_raw' => 0.0059650413848025
'avg_raw' => 0.0039816819516226
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001998'
'max' => '$0.005965'
'avg' => '$0.003981'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0037855374815573
'max_diff' => 0.00018118138480254
'year' => 2026
]
1 => [
'items' => [
101 => 0.0021383124460744
102 => 0.0020794155322926
103 => 0.001957894376089
104 => 0.001958582172636
105 => 0.0019398887902364
106 => 0.0019237349785646
107 => 0.0021263457975507
108 => 0.0021011479394067
109 => 0.0020609984502684
110 => 0.0021147401369573
111 => 0.0021289502919131
112 => 0.0021293548350475
113 => 0.002168563382382
114 => 0.002189488991123
115 => 0.0021931772203604
116 => 0.0022548727167479
117 => 0.0022755522333538
118 => 0.0023607282355785
119 => 0.0021877135994204
120 => 0.0021841504768442
121 => 0.0021154963926994
122 => 0.0020719548871567
123 => 0.0021184777168353
124 => 0.002159690592931
125 => 0.0021167769916402
126 => 0.0021223806020132
127 => 0.0020647725984503
128 => 0.0020853647490155
129 => 0.0021031014831445
130 => 0.0020933083010755
131 => 0.0020786474335229
201 => 0.0021563116070766
202 => 0.0021519294900364
203 => 0.0022242521539413
204 => 0.0022806328422985
205 => 0.0023816771150881
206 => 0.002276232148875
207 => 0.0022723893152005
208 => 0.0023099536307794
209 => 0.0022755464824528
210 => 0.0022972906125008
211 => 0.0023781737995744
212 => 0.0023798827338632
213 => 0.0023512558826882
214 => 0.0023495139361926
215 => 0.0023550120361042
216 => 0.0023872145790165
217 => 0.0023759620210387
218 => 0.0023889837660105
219 => 0.0024052676574937
220 => 0.0024726247368951
221 => 0.0024888643007025
222 => 0.0024494105798991
223 => 0.002452972809143
224 => 0.0024382160345337
225 => 0.0024239611751629
226 => 0.0024560040172734
227 => 0.0025145629410339
228 => 0.0025141986490084
301 => 0.002527783181098
302 => 0.0025362462320495
303 => 0.0024999166220338
304 => 0.0024762673817903
305 => 0.0024853360053399
306 => 0.0024998369318847
307 => 0.0024806335503001
308 => 0.0023621013832883
309 => 0.0023980564708955
310 => 0.0023920717862037
311 => 0.00238354886744
312 => 0.0024197019860616
313 => 0.0024162149295744
314 => 0.0023117640496446
315 => 0.0023184506560876
316 => 0.0023121706843291
317 => 0.0023324625578422
318 => 0.0022744506546908
319 => 0.0022922947253841
320 => 0.0023034863592451
321 => 0.0023100783175674
322 => 0.0023338929911758
323 => 0.0023310986140958
324 => 0.002333719288773
325 => 0.0023690301628935
326 => 0.0025476204469663
327 => 0.0025573407220911
328 => 0.0025094745323529
329 => 0.0025285961310344
330 => 0.0024918868429997
331 => 0.0025165300339883
401 => 0.0025333902793935
402 => 0.0024572020724462
403 => 0.0024526907012881
404 => 0.0024158299009635
405 => 0.0024356368071555
406 => 0.002404122595237
407 => 0.0024118550805215
408 => 0.0023902343775602
409 => 0.0024291473382515
410 => 0.0024726580747671
411 => 0.002483650605102
412 => 0.0024547339903728
413 => 0.002433796455611
414 => 0.0023970370418221
415 => 0.00245816876619
416 => 0.0024760455453508
417 => 0.0024580748670795
418 => 0.002453910668257
419 => 0.0024460195190128
420 => 0.002455584812873
421 => 0.0024759481845722
422 => 0.0024663451945313
423 => 0.0024726881386362
424 => 0.0024485153765237
425 => 0.0024999286486464
426 => 0.0025815852980549
427 => 0.0025818478375349
428 => 0.0025722447957303
429 => 0.0025683154379243
430 => 0.0025781687415771
501 => 0.0025835137546051
502 => 0.0026153775318316
503 => 0.0026495686343045
504 => 0.0028091235907988
505 => 0.0027643211974847
506 => 0.0029058878468532
507 => 0.003017848686375
508 => 0.0030514208466934
509 => 0.0030205360388927
510 => 0.0029148807797708
511 => 0.0029096968287033
512 => 0.0030675903923311
513 => 0.0030229782286229
514 => 0.0030176717537045
515 => 0.002961219826004
516 => 0.0029945899069823
517 => 0.0029872913807628
518 => 0.0029757703000692
519 => 0.0030394380899957
520 => 0.0031586185090754
521 => 0.003140043123095
522 => 0.0031261774591479
523 => 0.003065422155966
524 => 0.0031020104186698
525 => 0.003088982039123
526 => 0.00314496022567
527 => 0.0031117999880282
528 => 0.0030226402476055
529 => 0.0030368392301422
530 => 0.0030346930824962
531 => 0.0030788606489737
601 => 0.0030656026418236
602 => 0.0030321042438167
603 => 0.0031582111633596
604 => 0.003150022481448
605 => 0.0031616321602053
606 => 0.0031667430998356
607 => 0.0032435021595082
608 => 0.0032749478902401
609 => 0.0032820866216512
610 => 0.0033119576337464
611 => 0.0032813434036584
612 => 0.0034038221515866
613 => 0.0034852633721258
614 => 0.003579861540709
615 => 0.0037180948905996
616 => 0.0037700719088885
617 => 0.0037606827257628
618 => 0.0038654896740145
619 => 0.0040538254302952
620 => 0.0037987507668325
621 => 0.0040673450068284
622 => 0.0039823111715153
623 => 0.0037806974776814
624 => 0.0037677159326678
625 => 0.0039042510669152
626 => 0.0042070728536564
627 => 0.004131219430654
628 => 0.0042071969226827
629 => 0.0041185651424491
630 => 0.0041141638275133
701 => 0.0042028922749466
702 => 0.0044102111287105
703 => 0.0043117217125183
704 => 0.0041705129838111
705 => 0.0042747793116373
706 => 0.0041844541690812
707 => 0.0039809263424866
708 => 0.004131161426971
709 => 0.0040307035044252
710 => 0.0040600224668609
711 => 0.004271170078064
712 => 0.0042457642388568
713 => 0.0042786417473083
714 => 0.0042206138054456
715 => 0.0041664065575792
716 => 0.0040652247039536
717 => 0.0040352697453001
718 => 0.0040435482182054
719 => 0.0040352656429001
720 => 0.0039786553257058
721 => 0.0039664303330976
722 => 0.0039460548098281
723 => 0.0039523700364852
724 => 0.0039140580916689
725 => 0.003986360647189
726 => 0.0039997806386214
727 => 0.0040523964089962
728 => 0.0040578591528226
729 => 0.0042043933243777
730 => 0.0041236847650919
731 => 0.0041778310347026
801 => 0.0041729876827042
802 => 0.003785067057773
803 => 0.0038385190972358
804 => 0.003921673696466
805 => 0.0038842126622262
806 => 0.0038312515243431
807 => 0.003788482565906
808 => 0.0037236832205232
809 => 0.0038148870547883
810 => 0.0039348103984004
811 => 0.0040609006067203
812 => 0.0042123897302589
813 => 0.0041785791214128
814 => 0.0040580686229294
815 => 0.0040634746358584
816 => 0.0040968924805977
817 => 0.0040536133353289
818 => 0.0040408494704798
819 => 0.0040951389215699
820 => 0.0040955127831826
821 => 0.0040457148960914
822 => 0.0039903736575066
823 => 0.0039901417756963
824 => 0.0039802943368231
825 => 0.0041203169799485
826 => 0.0041973152757814
827 => 0.0042061430063097
828 => 0.0041967210991812
829 => 0.0042003472172929
830 => 0.0041555436054893
831 => 0.0042579513759738
901 => 0.0043519308732492
902 => 0.0043267423604003
903 => 0.0042889811988817
904 => 0.0042589026149081
905 => 0.0043196568019273
906 => 0.0043169515136153
907 => 0.0043511100443264
908 => 0.0043495604160642
909 => 0.0043380741869533
910 => 0.0043267427706097
911 => 0.0043716705555668
912 => 0.0043587320750173
913 => 0.0043457734974338
914 => 0.0043197830862312
915 => 0.0043233156147686
916 => 0.0042855609732469
917 => 0.0042680939485442
918 => 0.0040054318062666
919 => 0.003935239899117
920 => 0.0039573237019943
921 => 0.0039645942633072
922 => 0.0039340466553622
923 => 0.0039778440781186
924 => 0.003971018296175
925 => 0.0039975734207688
926 => 0.0039809829318121
927 => 0.0039816638112658
928 => 0.0040304529018223
929 => 0.0040446165823745
930 => 0.0040374128201308
1001 => 0.0040424580882758
1002 => 0.0041587241632029
1003 => 0.0041421948453281
1004 => 0.0041334139746486
1005 => 0.0041358463358363
1006 => 0.004165554810753
1007 => 0.0041738715617071
1008 => 0.004138632903507
1009 => 0.0041552516584264
1010 => 0.0042260122076393
1011 => 0.0042507743951636
1012 => 0.0043298034112168
1013 => 0.0042962304805686
1014 => 0.0043578550477757
1015 => 0.0045472679580072
1016 => 0.0046985840970765
1017 => 0.0045594275221844
1018 => 0.0048373003415912
1019 => 0.0050536641899878
1020 => 0.0050453597851135
1021 => 0.0050076317435596
1022 => 0.0047613072544905
1023 => 0.0045346357871579
1024 => 0.0047242560945605
1025 => 0.0047247394757198
1026 => 0.004708450923148
1027 => 0.0046072841220543
1028 => 0.0047049305377617
1029 => 0.0047126813556409
1030 => 0.0047083429587374
1031 => 0.004630778609537
1101 => 0.0045123521845958
1102 => 0.0045354924245565
1103 => 0.0045733966096602
1104 => 0.0045016360796175
1105 => 0.0044787042421451
1106 => 0.004521338890967
1107 => 0.0046587166127531
1108 => 0.0046327461502244
1109 => 0.0046320679564929
1110 => 0.0047431806083808
1111 => 0.0046636479292402
1112 => 0.0045357842970877
1113 => 0.0045034970436551
1114 => 0.0043888990452695
1115 => 0.0044680522909385
1116 => 0.0044709008753363
1117 => 0.00442754945161
1118 => 0.0045393020261998
1119 => 0.0045382722065513
1120 => 0.0046443646439487
1121 => 0.0048471735377528
1122 => 0.0047871929682353
1123 => 0.004717442091754
1124 => 0.0047250259460095
1125 => 0.0048082021086456
1126 => 0.0047579119019887
1127 => 0.0047759966109383
1128 => 0.0048081747352726
1129 => 0.0048275885966214
1130 => 0.0047222325901238
1201 => 0.0046976690652489
1202 => 0.0046474207139805
1203 => 0.0046343118570645
1204 => 0.0046752380907064
1205 => 0.0046644554740869
1206 => 0.004470661462848
1207 => 0.0044504089104138
1208 => 0.004451030027283
1209 => 0.0044001040212309
1210 => 0.0043224296383595
1211 => 0.004526553278849
1212 => 0.0045101592938092
1213 => 0.0044920616031189
1214 => 0.0044942784669645
1215 => 0.0045828816209089
1216 => 0.0045314873170546
1217 => 0.004668127497212
1218 => 0.0046400383839514
1219 => 0.0046112288909256
1220 => 0.0046072465414308
1221 => 0.0045961573445263
1222 => 0.0045581283622325
1223 => 0.004512206080925
1224 => 0.004481884213086
1225 => 0.0041343012750687
1226 => 0.0041988106465678
1227 => 0.0042730227982632
1228 => 0.004298640535642
1229 => 0.0042548196231622
1230 => 0.0045598586789488
1231 => 0.0046155922538705
]
'min_raw' => 0.0019237349785646
'max_raw' => 0.0050536641899878
'avg_raw' => 0.0034886995842762
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001923'
'max' => '$0.005053'
'avg' => '$0.003488'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -7.458753987815E-5
'max_diff' => -0.00091137719481472
'year' => 2027
]
2 => [
'items' => [
101 => 0.0044467716200215
102 => 0.0044151921723294
103 => 0.0045619290222821
104 => 0.0044734287639103
105 => 0.0045132804248361
106 => 0.0044271429316075
107 => 0.0046021676677414
108 => 0.0046008342724987
109 => 0.0045327456970296
110 => 0.0045902936947656
111 => 0.0045802933139723
112 => 0.0045034214799625
113 => 0.0046046046419933
114 => 0.0046046548275793
115 => 0.0045391210540636
116 => 0.004462591953785
117 => 0.0044489103581919
118 => 0.0044386031137762
119 => 0.0045107454745554
120 => 0.0045754280896468
121 => 0.0046957864001516
122 => 0.0047260473390555
123 => 0.0048441577981819
124 => 0.004773828770466
125 => 0.0048050047175391
126 => 0.0048388506181939
127 => 0.0048550775876096
128 => 0.0048286366117339
129 => 0.0050121107709618
130 => 0.0050276016115036
131 => 0.0050327955563421
201 => 0.0049709291021561
202 => 0.0050258809934971
203 => 0.005000170823354
204 => 0.0050670615435754
205 => 0.0050775508626097
206 => 0.005068666782556
207 => 0.0050719962579801
208 => 0.0049154334301387
209 => 0.0049073148215804
210 => 0.004796617017818
211 => 0.004841727191088
212 => 0.0047573958843465
213 => 0.004784138210423
214 => 0.0047959259729472
215 => 0.0047897687147542
216 => 0.004844277652602
217 => 0.0047979339199911
218 => 0.0046756251900159
219 => 0.004553283137109
220 => 0.0045517472322924
221 => 0.0045195367292786
222 => 0.0044962544352476
223 => 0.0045007394310617
224 => 0.0045165451412979
225 => 0.0044953357786354
226 => 0.0044998618715015
227 => 0.0045750251702765
228 => 0.0045900986338057
229 => 0.0045388731151511
301 => 0.0043331952659455
302 => 0.0042827214058467
303 => 0.0043190010155456
304 => 0.0043016616988156
305 => 0.0034717767218745
306 => 0.0036667458873489
307 => 0.0035509018297513
308 => 0.0036042881012211
309 => 0.0034860413160872
310 => 0.0035424748797981
311 => 0.0035320536612045
312 => 0.0038455583097304
313 => 0.0038406633658552
314 => 0.0038430063164536
315 => 0.0037311711798673
316 => 0.0039093275891041
317 => 0.0039970938425914
318 => 0.0039808506448941
319 => 0.0039849387078086
320 => 0.0039146922425378
321 => 0.0038436864557885
322 => 0.0037649301105714
323 => 0.0039112496654064
324 => 0.0038949814286668
325 => 0.0039322949106206
326 => 0.0040271936010689
327 => 0.0040411677937225
328 => 0.0040599492503612
329 => 0.0040532174351113
330 => 0.0042135965855292
331 => 0.0041941736121979
401 => 0.0042409773895555
402 => 0.0041446984685197
403 => 0.0040357497304886
404 => 0.0040564573237857
405 => 0.0040544630160312
406 => 0.004029073189357
407 => 0.0040061523890914
408 => 0.0039679957145446
409 => 0.004088729078936
410 => 0.0040838275248267
411 => 0.0041631779884225
412 => 0.0041491520232127
413 => 0.0040554831948055
414 => 0.0040588285953367
415 => 0.0040813280216541
416 => 0.0041591987930326
417 => 0.0041823161398241
418 => 0.0041716072637233
419 => 0.0041969543791332
420 => 0.0042169877056681
421 => 0.0041994702565075
422 => 0.0044474803955907
423 => 0.0043444892946367
424 => 0.0043946864406342
425 => 0.0044066581641759
426 => 0.0043759928460622
427 => 0.0043826430555183
428 => 0.0043927163107708
429 => 0.004453879144118
430 => 0.0046143881164297
501 => 0.004685476447645
502 => 0.0048993491995428
503 => 0.0046795735513349
504 => 0.0046665329738923
505 => 0.0047050579148475
506 => 0.0048306238609414
507 => 0.004932383266441
508 => 0.0049661427318861
509 => 0.0049706046025527
510 => 0.0050339396040146
511 => 0.0050702420457248
512 => 0.0050262490689613
513 => 0.0049889696274109
514 => 0.0048554392950719
515 => 0.0048708957946312
516 => 0.0049773757491213
517 => 0.0051277849564767
518 => 0.0052568517037985
519 => 0.0052116570273167
520 => 0.0055564605064035
521 => 0.005590646362959
522 => 0.0055859229829441
523 => 0.0056638034517152
524 => 0.0055092265812862
525 => 0.005443141974392
526 => 0.0049970298658137
527 => 0.0051223691716478
528 => 0.0053045572135969
529 => 0.0052804439430748
530 => 0.0051481341171111
531 => 0.0052567513349309
601 => 0.0052208390859453
602 => 0.0051925136051697
603 => 0.0053222781237673
604 => 0.0051795967051366
605 => 0.0053031338573005
606 => 0.0051446961818221
607 => 0.0052118634727919
608 => 0.0051737360699211
609 => 0.0051984091722973
610 => 0.0050541707199606
611 => 0.0051319982876509
612 => 0.0050509328372713
613 => 0.0050508944016928
614 => 0.0050491048773826
615 => 0.005144478020255
616 => 0.0051475881350201
617 => 0.0050771072383366
618 => 0.0050669498400059
619 => 0.0051045070653422
620 => 0.0050605373907263
621 => 0.0050811105247373
622 => 0.0050611605299973
623 => 0.0050566693659702
624 => 0.0050208830068934
625 => 0.0050054652594367
626 => 0.0050115109554809
627 => 0.0049908738781121
628 => 0.0049784392925217
629 => 0.0050466313253347
630 => 0.0050101990730615
701 => 0.0050410475601618
702 => 0.0050058918157216
703 => 0.0048840266888629
704 => 0.0048139407657061
705 => 0.0045837488379734
706 => 0.0046490309831262
707 => 0.0046923131129018
708 => 0.0046780083692691
709 => 0.004708740493793
710 => 0.0047106271966428
711 => 0.0047006358696831
712 => 0.0046890671930321
713 => 0.0046834362010264
714 => 0.0047254050020521
715 => 0.0047497693036524
716 => 0.0046966570536649
717 => 0.0046842135966122
718 => 0.0047379130137572
719 => 0.0047706696271945
720 => 0.0050125260564644
721 => 0.0049946085509981
722 => 0.0050395779735856
723 => 0.0050345151067143
724 => 0.0050816502257768
725 => 0.0051586962246564
726 => 0.005002040166534
727 => 0.0050292302414652
728 => 0.0050225638630026
729 => 0.0050953456350388
730 => 0.0050955728517867
731 => 0.0050519365437318
801 => 0.0050755924942466
802 => 0.0050623883916363
803 => 0.0050862499896946
804 => 0.0049943692517888
805 => 0.0051062700726453
806 => 0.0051697106273414
807 => 0.0051705914995049
808 => 0.0052006618189354
809 => 0.0052312150050323
810 => 0.0052898591851236
811 => 0.0052295794506788
812 => 0.0051211420765263
813 => 0.0051289709046896
814 => 0.0050653941118997
815 => 0.0050664628492726
816 => 0.0050607578454177
817 => 0.0050778789914389
818 => 0.0049981263805349
819 => 0.0050168441589068
820 => 0.004990639159575
821 => 0.0050291732769144
822 => 0.004987716936575
823 => 0.005022560648273
824 => 0.0050375980391546
825 => 0.0050930863352394
826 => 0.0049795212701271
827 => 0.004747954414684
828 => 0.0047966325751749
829 => 0.0047246337522219
830 => 0.004731297517405
831 => 0.0047447593836054
901 => 0.0047011250708016
902 => 0.0047094491226093
903 => 0.0047091517289033
904 => 0.0047065889506098
905 => 0.0046952379806125
906 => 0.0046787768283953
907 => 0.0047443529923531
908 => 0.0047554956604449
909 => 0.0047802644313285
910 => 0.0048539594926605
911 => 0.0048465956181842
912 => 0.0048586064029792
913 => 0.0048323869272093
914 => 0.0047325137636867
915 => 0.0047379373569703
916 => 0.0046703050618171
917 => 0.0047785349214833
918 => 0.00475290466215
919 => 0.0047363806672231
920 => 0.0047318719421136
921 => 0.0048057496792483
922 => 0.0048278550560907
923 => 0.0048140804686792
924 => 0.0047858283880293
925 => 0.0048400807348549
926 => 0.0048545963741427
927 => 0.0048578458904631
928 => 0.0049539706471825
929 => 0.0048632181965509
930 => 0.0048850632134197
1001 => 0.0050554917990951
1002 => 0.0049009365894247
1003 => 0.0049828079309795
1004 => 0.0049788007548483
1005 => 0.0050206833628127
1006 => 0.0049753651585335
1007 => 0.004975926931989
1008 => 0.0050131158504877
1009 => 0.004960890721513
1010 => 0.0049479590451353
1011 => 0.0049300940268378
1012 => 0.0049691016407117
1013 => 0.0049924849410664
1014 => 0.0051809371687842
1015 => 0.0053026859023555
1016 => 0.0052974004687417
1017 => 0.0053456994380545
1018 => 0.0053239403100112
1019 => 0.0052536743457916
1020 => 0.005373609778693
1021 => 0.0053356571894114
1022 => 0.0053387859547593
1023 => 0.0053386695019568
1024 => 0.0053639046559562
1025 => 0.0053460232365797
1026 => 0.0053107771234987
1027 => 0.0053341751382291
1028 => 0.0054036588770351
1029 => 0.0056193385343103
1030 => 0.0057400357278968
1031 => 0.0056120724117045
1101 => 0.0057003397937169
1102 => 0.0056474108173935
1103 => 0.0056377920478949
1104 => 0.0056932304867069
1105 => 0.0057487659631673
1106 => 0.0057452285934033
1107 => 0.0057049126892713
1108 => 0.0056821392580053
1109 => 0.0058545873092103
1110 => 0.0059816440957623
1111 => 0.0059729796747189
1112 => 0.0060112216113835
1113 => 0.0061235011202094
1114 => 0.0061337665513638
1115 => 0.0061324733429866
1116 => 0.0061070294007834
1117 => 0.0062175831585591
1118 => 0.006309809048304
1119 => 0.0061011398633095
1120 => 0.0061805983572752
1121 => 0.0062162698352092
1122 => 0.0062686461480668
1123 => 0.006357013767147
1124 => 0.0064530044398214
1125 => 0.0064665785734217
1126 => 0.0064569470760502
1127 => 0.0063936386470537
1128 => 0.0064986727865009
1129 => 0.0065601993220354
1130 => 0.0065968369659365
1201 => 0.006689743934947
1202 => 0.0062164901301129
1203 => 0.005881497564811
1204 => 0.0058291836383879
1205 => 0.0059355660649129
1206 => 0.0059636182624036
1207 => 0.0059523104567696
1208 => 0.0055752458683308
1209 => 0.005827198471365
1210 => 0.0060982782874533
1211 => 0.0061086915671966
1212 => 0.006244399791142
1213 => 0.0062885919517267
1214 => 0.0063978548596863
1215 => 0.0063910204350444
1216 => 0.0064176242143799
1217 => 0.0064115084662239
1218 => 0.0066138949951994
1219 => 0.0068371573913497
1220 => 0.006829426524502
1221 => 0.0067973299135346
1222 => 0.0068449988541066
1223 => 0.0070754295731861
1224 => 0.0070542152051503
1225 => 0.0070748231566615
1226 => 0.0073465139609625
1227 => 0.00769975065412
1228 => 0.0075356367457642
1229 => 0.0078917167043914
1230 => 0.0081158501633596
1231 => 0.008503465804813
]
'min_raw' => 0.0034717767218745
'max_raw' => 0.008503465804813
'avg_raw' => 0.0059876212633437
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003471'
'max' => '$0.0085034'
'avg' => '$0.005987'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0015480417433099
'max_diff' => 0.0034498016148251
'year' => 2028
]
3 => [
'items' => [
101 => 0.0084549344174557
102 => 0.0086058303422185
103 => 0.0083680531052801
104 => 0.0078220685065612
105 => 0.0077356643538689
106 => 0.0079086476556606
107 => 0.0083339102236517
108 => 0.0078952546240136
109 => 0.0079839940805141
110 => 0.0079584371110721
111 => 0.0079570752887807
112 => 0.0080090505067132
113 => 0.007933657742257
114 => 0.007626494056963
115 => 0.0077672653638063
116 => 0.0077129068018407
117 => 0.0077732216790408
118 => 0.0080987161955419
119 => 0.0079548073109766
120 => 0.0078032109912956
121 => 0.007993346418092
122 => 0.0082354541540251
123 => 0.0082203034870199
124 => 0.0081909048605421
125 => 0.0083566233787351
126 => 0.0086303418198199
127 => 0.0087043268145553
128 => 0.0087589410251124
129 => 0.0087664714020335
130 => 0.0088440389644248
131 => 0.0084269386319044
201 => 0.0090888875715105
202 => 0.00920318786741
203 => 0.0091817041490428
204 => 0.0093087441174434
205 => 0.009271365736047
206 => 0.009217210325892
207 => 0.0094185956979832
208 => 0.0091877236198422
209 => 0.0088600297709074
210 => 0.0086802504443324
211 => 0.008916998363951
212 => 0.0090615720570983
213 => 0.0091571260716548
214 => 0.0091860406587243
215 => 0.0084593169433856
216 => 0.0080676531667631
217 => 0.0083187051571438
218 => 0.0086250059120911
219 => 0.0084252371157452
220 => 0.0084330676743496
221 => 0.0081482498690765
222 => 0.0086502059679767
223 => 0.0085770751864823
224 => 0.0089564778102416
225 => 0.0088659303291852
226 => 0.0091753184405359
227 => 0.0090938461820926
228 => 0.0094320329718384
301 => 0.0095669448383098
302 => 0.0097934828594707
303 => 0.0099601251500123
304 => 0.010057980690377
305 => 0.010052105810781
306 => 0.010439858213144
307 => 0.010211214168507
308 => 0.0099239833611803
309 => 0.0099187882620773
310 => 0.010067549167284
311 => 0.010379311214036
312 => 0.010460146576806
313 => 0.010505322516831
314 => 0.010436133992096
315 => 0.01018795726871
316 => 0.010080795817836
317 => 0.010172100478747
318 => 0.010060442724352
319 => 0.01025319533407
320 => 0.010517885836948
321 => 0.010463228294803
322 => 0.010645940263476
323 => 0.010835027929193
324 => 0.011105431783627
325 => 0.011176125364201
326 => 0.011292979164655
327 => 0.011413260109796
328 => 0.011451891107713
329 => 0.011525649669231
330 => 0.011525260925204
331 => 0.011747537314862
401 => 0.011992715055981
402 => 0.012085263977376
403 => 0.012298075118947
404 => 0.011933643496799
405 => 0.012210069068487
406 => 0.01245941185353
407 => 0.012162135106005
408 => 0.012571861845869
409 => 0.012587770606717
410 => 0.012827974007774
411 => 0.0125844818434
412 => 0.012439896973449
413 => 0.012857308075473
414 => 0.013059280159416
415 => 0.012998444524029
416 => 0.012535482334908
417 => 0.012266018483458
418 => 0.011560779608517
419 => 0.012396165519937
420 => 0.012803057628848
421 => 0.012534428582644
422 => 0.012669909448331
423 => 0.0134090491217
424 => 0.013690465653569
425 => 0.01363193298219
426 => 0.013641824040123
427 => 0.013793671292649
428 => 0.014467045634155
429 => 0.014063544120029
430 => 0.014372005908665
501 => 0.014535612929116
502 => 0.014687580247628
503 => 0.014314396543125
504 => 0.013828890026724
505 => 0.013675109732802
506 => 0.012507718718099
507 => 0.012446950946061
508 => 0.012412840154165
509 => 0.012197776436324
510 => 0.012028795265011
511 => 0.011894415163715
512 => 0.011541761648618
513 => 0.011660771857711
514 => 0.011098715759154
515 => 0.011458299332966
516 => 0.010561244228351
517 => 0.01130833837561
518 => 0.01090172899746
519 => 0.011174756259164
520 => 0.011173803692768
521 => 0.010671073940599
522 => 0.01038110991125
523 => 0.01056588627632
524 => 0.010763981207241
525 => 0.010796121443312
526 => 0.011052956692058
527 => 0.011124633889328
528 => 0.010907448635312
529 => 0.010542654755203
530 => 0.01062738805349
531 => 0.010379392793665
601 => 0.0099447906398214
602 => 0.010256929494137
603 => 0.010363507422778
604 => 0.010410578307676
605 => 0.0099831970037652
606 => 0.009848904519177
607 => 0.0097774083272053
608 => 0.010487485195693
609 => 0.010526384809457
610 => 0.010327368885591
611 => 0.011226939732929
612 => 0.011023339144946
613 => 0.011250810885078
614 => 0.010619699394803
615 => 0.010643808703636
616 => 0.010345030410129
617 => 0.01051232629012
618 => 0.01039408695434
619 => 0.010498810436267
620 => 0.010561581259543
621 => 0.010860310526471
622 => 0.011311749383983
623 => 0.010815690335735
624 => 0.010599550304717
625 => 0.010733642364343
626 => 0.011090747189572
627 => 0.011631779279653
628 => 0.01131147739304
629 => 0.01145362193124
630 => 0.011484674189266
701 => 0.011248495436298
702 => 0.011640487527157
703 => 0.011850559273187
704 => 0.01206604941639
705 => 0.012253153469837
706 => 0.011979977914465
707 => 0.012272314916891
708 => 0.012036742897363
709 => 0.011825410442859
710 => 0.011825730946959
711 => 0.011693159011174
712 => 0.011436284180452
713 => 0.0113889125205
714 => 0.011635345877952
715 => 0.011832962093302
716 => 0.011849238711316
717 => 0.011958649202022
718 => 0.012023397203404
719 => 0.012658015637588
720 => 0.012913264421656
721 => 0.013225377803202
722 => 0.013346963555061
723 => 0.01371289307725
724 => 0.013417375268739
725 => 0.013353438131974
726 => 0.012465812805777
727 => 0.012611161403216
728 => 0.012843878531769
729 => 0.012469650225512
730 => 0.01270701195035
731 => 0.012753872182842
801 => 0.012456934090865
802 => 0.012615541555727
803 => 0.012194327152889
804 => 0.011320930706919
805 => 0.011641459867075
806 => 0.011877477217899
807 => 0.011540651357544
808 => 0.012144398675269
809 => 0.011791701956128
810 => 0.011679914028589
811 => 0.011243789467984
812 => 0.011449623472616
813 => 0.011728016911139
814 => 0.011556002132843
815 => 0.011912958625957
816 => 0.012418504217026
817 => 0.012778786110982
818 => 0.012806444081162
819 => 0.01257480696036
820 => 0.012946006924733
821 => 0.012948710711225
822 => 0.012529995635016
823 => 0.012273534982254
824 => 0.012215266582348
825 => 0.012360832469505
826 => 0.012537576329458
827 => 0.012816252135314
828 => 0.012984650088335
829 => 0.013423742638439
830 => 0.013542548492728
831 => 0.013673080106906
901 => 0.013847510597908
902 => 0.014056959125415
903 => 0.01359869767114
904 => 0.013616905253025
905 => 0.013190178531866
906 => 0.012734159831507
907 => 0.013080221181546
908 => 0.013532650362111
909 => 0.0134288626082
910 => 0.013417184365693
911 => 0.013436823930315
912 => 0.013358571353257
913 => 0.013004637847399
914 => 0.012826894656498
915 => 0.013056228719884
916 => 0.013178109568089
917 => 0.013367136134528
918 => 0.013343834620348
919 => 0.013830746755522
920 => 0.014019946087793
921 => 0.013971540802302
922 => 0.013980448539771
923 => 0.014322984893508
924 => 0.014703955766838
925 => 0.015060785263246
926 => 0.015423767553175
927 => 0.014986178235225
928 => 0.014763997366327
929 => 0.014993231309636
930 => 0.014871596552615
1001 => 0.015570545945668
1002 => 0.015618939685154
1003 => 0.016317838536211
1004 => 0.016981176769191
1005 => 0.016564545909995
1006 => 0.016957410044751
1007 => 0.017382324637172
1008 => 0.01820205382586
1009 => 0.01792599787353
1010 => 0.017714543340394
1011 => 0.017514719828321
1012 => 0.017930520835856
1013 => 0.018465442189465
1014 => 0.01858065912562
1015 => 0.018767354578447
1016 => 0.018571067137833
1017 => 0.018807473739701
1018 => 0.019642092926617
1019 => 0.019416571454925
1020 => 0.019096294710737
1021 => 0.019755146401129
1022 => 0.01999358226666
1023 => 0.021667050040795
1024 => 0.023779872233145
1025 => 0.022905149971973
1026 => 0.022362181637353
1027 => 0.02248979207537
1028 => 0.023261323216472
1029 => 0.023509114531819
1030 => 0.022835532317916
1031 => 0.023073452943202
1101 => 0.024384418980364
1102 => 0.025087710198476
1103 => 0.024132546259668
1104 => 0.021497286834848
1105 => 0.019067457294146
1106 => 0.019711957504991
1107 => 0.019638891182251
1108 => 0.021047360642838
1109 => 0.01941119284241
1110 => 0.019438741711983
1111 => 0.02087633682942
1112 => 0.020492811098708
1113 => 0.019871548533218
1114 => 0.019071993198404
1115 => 0.017593941212085
1116 => 0.016284789349272
1117 => 0.018852337631915
1118 => 0.018741620281184
1119 => 0.018581285149933
1120 => 0.018938093634459
1121 => 0.020670654353459
1122 => 0.020630713221134
1123 => 0.020376628115429
1124 => 0.020569349428703
1125 => 0.019837763555207
1126 => 0.020026309892708
1127 => 0.019067072396732
1128 => 0.01950068780621
1129 => 0.019870215582776
1130 => 0.019944403754873
1201 => 0.020111553494752
1202 => 0.018683277268384
1203 => 0.019324531362036
1204 => 0.019701208064674
1205 => 0.017999369018542
1206 => 0.019667568178562
1207 => 0.018658414156911
1208 => 0.018315892124978
1209 => 0.018777052917129
1210 => 0.018597338107934
1211 => 0.018442829868196
1212 => 0.018356611615634
1213 => 0.018695237204931
1214 => 0.018679439916445
1215 => 0.018125382727961
1216 => 0.017402637711843
1217 => 0.017645214662549
1218 => 0.017557084182186
1219 => 0.017237687952295
1220 => 0.017452922447194
1221 => 0.016505138659344
1222 => 0.014874525913864
1223 => 0.015951758640548
1224 => 0.015910286352374
1225 => 0.015889374144058
1226 => 0.016698884765635
1227 => 0.016621068997958
1228 => 0.01647983261765
1229 => 0.017235094035412
1230 => 0.016959413458229
1231 => 0.017808996038593
]
'min_raw' => 0.007626494056963
'max_raw' => 0.025087710198476
'avg_raw' => 0.016357102127719
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.007626'
'max' => '$0.025087'
'avg' => '$0.016357'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0041547173350885
'max_diff' => 0.016584244393663
'year' => 2029
]
4 => [
'items' => [
101 => 0.018368586073576
102 => 0.018226655939863
103 => 0.018752953072499
104 => 0.017650803145556
105 => 0.018016893140707
106 => 0.018092343781328
107 => 0.017225774226753
108 => 0.016633800619914
109 => 0.016594322729331
110 => 0.015567922074061
111 => 0.01611621701929
112 => 0.016598693881104
113 => 0.016367624906012
114 => 0.016294475371487
115 => 0.016668180479177
116 => 0.016697220566612
117 => 0.016035103495557
118 => 0.01617277860115
119 => 0.016746906678055
120 => 0.016158312046673
121 => 0.015014768824285
122 => 0.01473115429441
123 => 0.014693314888072
124 => 0.013924129789301
125 => 0.014750106773452
126 => 0.014389545685063
127 => 0.015528553843099
128 => 0.014877958491852
129 => 0.014849912626588
130 => 0.014807517187808
131 => 0.01414544779866
201 => 0.014290398918179
202 => 0.014772238516138
203 => 0.014944164313002
204 => 0.014926231043842
205 => 0.014769877239241
206 => 0.014841455210327
207 => 0.014610877626043
208 => 0.014529455881975
209 => 0.014272466460881
210 => 0.013894763007013
211 => 0.013947284988863
212 => 0.013198955615265
213 => 0.012791226055683
214 => 0.01267837188738
215 => 0.012527458577025
216 => 0.01269541794735
217 => 0.013196835692172
218 => 0.012592019510208
219 => 0.011555104589151
220 => 0.011617424942724
221 => 0.011757440274122
222 => 0.011496522630355
223 => 0.011249585977688
224 => 0.011464277362578
225 => 0.011024922841119
226 => 0.011810534168999
227 => 0.011789285584231
228 => 0.012082112905386
301 => 0.012265223838726
302 => 0.011843212420246
303 => 0.011737077689738
304 => 0.01179753685579
305 => 0.010798281515413
306 => 0.012000452425606
307 => 0.012010848849559
308 => 0.011921828355825
309 => 0.012561947252639
310 => 0.01391279778301
311 => 0.013404553475648
312 => 0.013207745918072
313 => 0.012833614607254
314 => 0.013332122365199
315 => 0.013293844747322
316 => 0.013120738842923
317 => 0.013016043851819
318 => 0.013208947583051
319 => 0.012992140944749
320 => 0.012953196515061
321 => 0.012717235643115
322 => 0.012633008347365
323 => 0.012570649810778
324 => 0.012501999189218
325 => 0.01265342535371
326 => 0.0123102737432
327 => 0.011896466540494
328 => 0.011862062949045
329 => 0.01195705428983
330 => 0.011915027692806
331 => 0.011861861741867
401 => 0.011760353462638
402 => 0.011730238124573
403 => 0.011828098363402
404 => 0.01171761985937
405 => 0.011880636910144
406 => 0.011836305292478
407 => 0.011588672479898
408 => 0.011280030310013
409 => 0.011277282747302
410 => 0.011210786298075
411 => 0.011126093072176
412 => 0.011102533354249
413 => 0.011446196652966
414 => 0.012157569396332
415 => 0.012017909905102
416 => 0.012118828200396
417 => 0.012615246330733
418 => 0.012773042726554
419 => 0.012661042582413
420 => 0.012507729877245
421 => 0.012514474858197
422 => 0.013038390782668
423 => 0.013071066776229
424 => 0.013153628470283
425 => 0.013259743579073
426 => 0.012679114444295
427 => 0.012487127278164
428 => 0.012396153107809
429 => 0.01211598787455
430 => 0.012418122059068
501 => 0.012242081408425
502 => 0.012265835306602
503 => 0.012250365549253
504 => 0.012258813082826
505 => 0.011810314574622
506 => 0.011973723858624
507 => 0.01170202423022
508 => 0.0113382489275
509 => 0.01133702942513
510 => 0.01142606291511
511 => 0.011373102311389
512 => 0.011230586688517
513 => 0.011250830360091
514 => 0.011073474495709
515 => 0.011272364573159
516 => 0.011278068028917
517 => 0.011201484515483
518 => 0.011507902121336
519 => 0.011633441664467
520 => 0.011583032755347
521 => 0.011629904841023
522 => 0.012023713387487
523 => 0.012087921363632
524 => 0.012116438305295
525 => 0.012078229381238
526 => 0.011637102938328
527 => 0.011656668771886
528 => 0.011513107667375
529 => 0.011391813662161
530 => 0.011396664786266
531 => 0.011459025672063
601 => 0.011731359317758
602 => 0.012304469420177
603 => 0.012326218529626
604 => 0.012352579084744
605 => 0.012245357459325
606 => 0.012213018391126
607 => 0.012255681969502
608 => 0.012470911991273
609 => 0.01302454204165
610 => 0.012828852206139
611 => 0.012669753323775
612 => 0.012809325936359
613 => 0.012787839826658
614 => 0.012606475437925
615 => 0.012601385143586
616 => 0.012253288895905
617 => 0.012124605638905
618 => 0.012017068277582
619 => 0.01189964028635
620 => 0.011830025036926
621 => 0.011936985699606
622 => 0.011961448868683
623 => 0.01172757751038
624 => 0.011695701708427
625 => 0.011886686108081
626 => 0.01180264099441
627 => 0.01188908347804
628 => 0.011909138875732
629 => 0.011905909494788
630 => 0.011818156743595
701 => 0.011874087730381
702 => 0.011741794272803
703 => 0.011597945007522
704 => 0.011506178138398
705 => 0.011426099373979
706 => 0.011470531726684
707 => 0.011312138502318
708 => 0.011261465322018
709 => 0.011855139570545
710 => 0.012293693121005
711 => 0.012287316378695
712 => 0.012248499599848
713 => 0.012190825740178
714 => 0.01246669278921
715 => 0.012370586225463
716 => 0.012440511780561
717 => 0.0124583107691
718 => 0.012512182946695
719 => 0.012531437619715
720 => 0.012473236624618
721 => 0.012277906976422
722 => 0.011791164064502
723 => 0.011564583925066
724 => 0.011489808705061
725 => 0.01149252664229
726 => 0.011417553800113
727 => 0.011439636662181
728 => 0.011409874281881
729 => 0.011353511533887
730 => 0.011467051485821
731 => 0.011480135907584
801 => 0.011453634326101
802 => 0.011459876407912
803 => 0.011240454632206
804 => 0.011257136793254
805 => 0.011164248400673
806 => 0.01114683294685
807 => 0.010912019179123
808 => 0.010496012552795
809 => 0.010726520606521
810 => 0.010448099291958
811 => 0.010342656921361
812 => 0.010841804704113
813 => 0.010791704110929
814 => 0.010705953673602
815 => 0.01057911090484
816 => 0.010532063688058
817 => 0.010246219692234
818 => 0.010229330504043
819 => 0.01037100250681
820 => 0.010305625752169
821 => 0.010213812028539
822 => 0.0098812720285615
823 => 0.009507386968376
824 => 0.0095186722081853
825 => 0.0096375980894515
826 => 0.009983391128573
827 => 0.0098482838059079
828 => 0.0097502618931365
829 => 0.0097319053354022
830 => 0.0099616760875025
831 => 0.010286849840185
901 => 0.010439414089591
902 => 0.010288227551875
903 => 0.010114552597808
904 => 0.01012512338753
905 => 0.010195446115752
906 => 0.010202836040178
907 => 0.010089791499154
908 => 0.01012161287529
909 => 0.010073273295132
910 => 0.0097766133809282
911 => 0.009771247743799
912 => 0.0096984426165661
913 => 0.0096962381062481
914 => 0.0095723784227348
915 => 0.0095550495968097
916 => 0.0093091186774487
917 => 0.0094709911533195
918 => 0.0093624155951918
919 => 0.0091987666187083
920 => 0.0091705534734795
921 => 0.0091697053522656
922 => 0.0093377362598725
923 => 0.0094690276143318
924 => 0.0093643043135106
925 => 0.0093404608478896
926 => 0.0095950466811298
927 => 0.0095626483132486
928 => 0.0095345915356105
929 => 0.010257734097169
930 => 0.0096853103321778
1001 => 0.0094357008978352
1002 => 0.0091267618232903
1003 => 0.0092273539437681
1004 => 0.0092485501815585
1005 => 0.0085056073977317
1006 => 0.0082041956028608
1007 => 0.008100762433325
1008 => 0.0080412351819268
1009 => 0.0080683624978851
1010 => 0.0077970565304239
1011 => 0.0079793786275444
1012 => 0.0077444505926455
1013 => 0.0077050641430728
1014 => 0.0081251445714709
1015 => 0.0081835963090082
1016 => 0.0079342230371425
1017 => 0.0080943610475458
1018 => 0.0080362927788887
1019 => 0.0077484777595195
1020 => 0.0077374853428036
1021 => 0.0075930698832712
1022 => 0.0073670876534464
1023 => 0.0072638077105037
1024 => 0.0072100186195016
1025 => 0.0072322130467776
1026 => 0.0072209908651862
1027 => 0.0071477585393261
1028 => 0.0072251884563818
1029 => 0.0070273870145552
1030 => 0.0069486208866254
1031 => 0.0069130440539998
1101 => 0.0067374838893525
1102 => 0.0070168781832659
1103 => 0.0070719223788834
1104 => 0.0071270750285703
1105 => 0.0076071411897814
1106 => 0.0075831584410202
1107 => 0.0077999508097493
1108 => 0.0077915266569561
1109 => 0.007729693961591
1110 => 0.0074688319908305
1111 => 0.0075728069229581
1112 => 0.0072527882431613
1113 => 0.0074925679972201
1114 => 0.0073831425309096
1115 => 0.0074555711369884
1116 => 0.0073253379726346
1117 => 0.0073974143829836
1118 => 0.0070849753996693
1119 => 0.0067932242731856
1120 => 0.006910633443229
1121 => 0.0070382706384333
1122 => 0.0073150205989889
1123 => 0.0071501906056196
1124 => 0.0072094697041473
1125 => 0.0070108946472808
1126 => 0.0066011775848043
1127 => 0.0066034965388827
1128 => 0.0065404704949921
1129 => 0.0064860067911176
1130 => 0.0071691233131649
1201 => 0.0070841669751742
1202 => 0.0069488001693966
1203 => 0.0071299940181929
1204 => 0.0071779045477477
1205 => 0.0071792684931699
1206 => 0.0073114628479615
1207 => 0.0073820149988109
1208 => 0.0073944501211887
1209 => 0.0076024607947014
1210 => 0.0076721832287357
1211 => 0.0079593600670349
1212 => 0.0073760291417318
1213 => 0.0073640158251968
1214 => 0.0071325437872276
1215 => 0.0069857405613195
1216 => 0.0071425955297012
1217 => 0.007281547618849
1218 => 0.0071368614159649
1219 => 0.0071557543795691
1220 => 0.0069615249734943
1221 => 0.0070309528468231
1222 => 0.0070907534842783
1223 => 0.0070577350871946
1224 => 0.0070083049486516
1225 => 0.0072701551321276
1226 => 0.0072553805185768
1227 => 0.0074992214293393
1228 => 0.0076893128565095
1229 => 0.0080299906769057
1230 => 0.0076744756113858
1231 => 0.0076615192293539
]
'min_raw' => 0.0064860067911176
'max_raw' => 0.018752953072499
'avg_raw' => 0.012619479931808
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.006486'
'max' => '$0.018752'
'avg' => '$0.012619'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0011404872658454
'max_diff' => -0.0063347571259769
'year' => 2030
]
5 => [
'items' => [
101 => 0.0077881699419852
102 => 0.0076721638391715
103 => 0.0077454756917552
104 => 0.0080181790040576
105 => 0.0080239407953263
106 => 0.0079274233679269
107 => 0.0079215502736981
108 => 0.0079400875014151
109 => 0.0080486606231535
110 => 0.0080107218383031
111 => 0.0080546255606245
112 => 0.0081095278376651
113 => 0.0083366269335882
114 => 0.0083913797567748
115 => 0.0082583587825152
116 => 0.0082703690871182
117 => 0.0082206155912377
118 => 0.0081725543376266
119 => 0.0082805890169619
120 => 0.008478024516874
121 => 0.008476796280876
122 => 0.0085225974792579
123 => 0.0085511312464122
124 => 0.0084286434297917
125 => 0.0083489083651737
126 => 0.0083794838626222
127 => 0.0084283747488902
128 => 0.0083636292071404
129 => 0.0079639897304085
130 => 0.0080852148185804
131 => 0.0080650370363046
201 => 0.0080363014206418
202 => 0.0081581941842044
203 => 0.0081464373297994
204 => 0.0077942738955884
205 => 0.0078168182560551
206 => 0.0077956448928176
207 => 0.0078640603611005
208 => 0.0076684691793638
209 => 0.0077286317095393
210 => 0.0077663650844767
211 => 0.0077885903321962
212 => 0.0078688831669543
213 => 0.0078594617295319
214 => 0.0078682975171758
215 => 0.0079873505945996
216 => 0.0085894802061264
217 => 0.0086222527923577
218 => 0.0084608685917445
219 => 0.0085253383967268
220 => 0.0084015704691572
221 => 0.0084846567081077
222 => 0.0085415022026361
223 => 0.0082846283436225
224 => 0.0082694179407893
225 => 0.0081451391789559
226 => 0.0082119195460563
227 => 0.0081056671803212
228 => 0.0081317377943226
301 => 0.0080588420847794
302 => 0.0081900398485662
303 => 0.0083367393345513
304 => 0.0083738014180493
305 => 0.0082763070325961
306 => 0.0082057146723348
307 => 0.0080817777422851
308 => 0.0082878876190724
309 => 0.0083481604281296
310 => 0.0082875710316653
311 => 0.0082735311446001
312 => 0.0082469255839809
313 => 0.008279175640058
314 => 0.0083478321694673
315 => 0.0083154550180849
316 => 0.0083368406969849
317 => 0.0082553405418342
318 => 0.0084286839783558
319 => 0.0087039950729217
320 => 0.0087048802431086
321 => 0.0086725029172013
322 => 0.0086592548130193
323 => 0.0086924759142206
324 => 0.0087104969988214
325 => 0.0088179279483984
326 => 0.0089332056375323
327 => 0.0094711563131241
328 => 0.0093201019160623
329 => 0.0097974037582762
330 => 0.01017488754558
331 => 0.010288078428027
401 => 0.010183948142218
402 => 0.0098277240594746
403 => 0.0098102460065184
404 => 0.010342595180066
405 => 0.010192182155402
406 => 0.010174291004729
407 => 0.0099839593891386
408 => 0.010096468946981
409 => 0.010071861456266
410 => 0.010033017328331
411 => 0.010247677727211
412 => 0.01064950283105
413 => 0.010586874620325
414 => 0.010540125566257
415 => 0.01033528481978
416 => 0.010458644701996
417 => 0.010414718610742
418 => 0.010603452974957
419 => 0.010491650918574
420 => 0.010191042628805
421 => 0.010238915489769
422 => 0.010231679603141
423 => 0.010380593637201
424 => 0.01033589334045
425 => 0.010222951152786
426 => 0.010648129436529
427 => 0.010620520723749
428 => 0.010659663566241
429 => 0.010676895456038
430 => 0.010935693984871
501 => 0.011041715461504
502 => 0.011065784192867
503 => 0.011166496395674
504 => 0.011063278381515
505 => 0.011476224031348
506 => 0.01175080879244
507 => 0.012069753122452
508 => 0.012535816512752
509 => 0.012711060658833
510 => 0.012679404372393
511 => 0.013032768315811
512 => 0.013667755467294
513 => 0.012807753430685
514 => 0.013713337663482
515 => 0.013426640150851
516 => 0.012746885505871
517 => 0.012703117320516
518 => 0.013163455058209
519 => 0.014184439854549
520 => 0.01392869474298
521 => 0.014184858161934
522 => 0.013886029926803
523 => 0.013871190586207
524 => 0.01417034474155
525 => 0.014869334731555
526 => 0.014537270788552
527 => 0.014061175700837
528 => 0.014412716904746
529 => 0.014108179380318
530 => 0.013421971103095
531 => 0.013928499179513
601 => 0.013589798279901
602 => 0.013688649208738
603 => 0.014400548121765
604 => 0.014314890561099
605 => 0.014425739376277
606 => 0.014230094118906
607 => 0.014047330598095
608 => 0.013706188914305
609 => 0.013605193679816
610 => 0.013633105129201
611 => 0.013605179848288
612 => 0.013414314211461
613 => 0.013373096795361
614 => 0.013304399296084
615 => 0.013325691523674
616 => 0.013196520126871
617 => 0.01344029324081
618 => 0.013485539678879
619 => 0.013662937422213
620 => 0.01368135544442
621 => 0.014175405634508
622 => 0.013903291091984
623 => 0.014085849020348
624 => 0.014069519320933
625 => 0.012761617850225
626 => 0.012941835133176
627 => 0.013222196670149
628 => 0.013095894177764
629 => 0.012917332003762
630 => 0.012773133474358
701 => 0.012554657957254
702 => 0.012862158052127
703 => 0.013266487977896
704 => 0.013691609918584
705 => 0.014202366075227
706 => 0.014088371246921
707 => 0.01368206168751
708 => 0.013700288437536
709 => 0.013812959034234
710 => 0.013667040374307
711 => 0.013624006112823
712 => 0.013807046787542
713 => 0.013808307288072
714 => 0.013640410234966
715 => 0.013453823385276
716 => 0.013453041579563
717 => 0.013419840251875
718 => 0.013891936369241
719 => 0.014151541499492
720 => 0.0141813048093
721 => 0.0141495381916
722 => 0.014161763901981
723 => 0.014010705396697
724 => 0.014355980344767
725 => 0.01467283878127
726 => 0.014587913951595
727 => 0.014460599559134
728 => 0.014359187513248
729 => 0.014564024496505
730 => 0.014554903428084
731 => 0.014670071299249
801 => 0.014664846619371
802 => 0.014626119995981
803 => 0.014587915334644
804 => 0.014739392498385
805 => 0.014695769507876
806 => 0.014652078758815
807 => 0.014564450272852
808 => 0.01457636043945
809 => 0.014449068029614
810 => 0.01439017673632
811 => 0.013504592985146
812 => 0.013267936069549
813 => 0.013342393152791
814 => 0.013366906357872
815 => 0.01326391296492
816 => 0.013411579033582
817 => 0.013388565433198
818 => 0.013478097889785
819 => 0.013422161897957
820 => 0.013424457530573
821 => 0.01358895335573
822 => 0.013636707193588
823 => 0.013612419206232
824 => 0.013629429680033
825 => 0.014021428869088
826 => 0.013965699119832
827 => 0.013936093801276
828 => 0.013944294676842
829 => 0.014044458874203
830 => 0.014072499380702
831 => 0.013953689784296
901 => 0.014009721076791
902 => 0.014248295208806
903 => 0.014331782652885
904 => 0.014598234498138
905 => 0.014485041018471
906 => 0.014692812549299
907 => 0.015331431400532
908 => 0.015841604327959
909 => 0.015372428220109
910 => 0.016309295831199
911 => 0.01703878165211
912 => 0.017010782771281
913 => 0.016883580045095
914 => 0.016053079832372
915 => 0.015288841154563
916 => 0.015928159259838
917 => 0.015929789013166
918 => 0.015874871020939
919 => 0.015533780087811
920 => 0.015863001795824
921 => 0.015889134219448
922 => 0.015874507011391
923 => 0.015612993392692
924 => 0.015213710432734
925 => 0.015291729367361
926 => 0.015419525973824
927 => 0.015177580336625
928 => 0.015100264045537
929 => 0.015244009740696
930 => 0.015707188321104
1001 => 0.015619627093489
1002 => 0.015617340515973
1003 => 0.015991964579451
1004 => 0.015723814598934
1005 => 0.015292713435978
1006 => 0.015183854706806
1007 => 0.014797479554272
1008 => 0.015064350248348
1009 => 0.015073954449527
1010 => 0.014927792097734
1011 => 0.015304573705279
1012 => 0.015301101596435
1013 => 0.015658799656258
1014 => 0.016342584001383
1015 => 0.016140355323545
1016 => 0.015905185373638
1017 => 0.015930754867748
1018 => 0.01621118910725
1019 => 0.016041632164356
1020 => 0.016102606023213
1021 => 0.016211096816011
1022 => 0.016276552004981
1023 => 0.015921336873353
1024 => 0.015838519234267
1025 => 0.015669103409738
1026 => 0.015624905983414
1027 => 0.015762891637516
1028 => 0.015726537292766
1029 => 0.015073147253608
1030 => 0.015004864359088
1031 => 0.015006958497977
1101 => 0.014835257913032
1102 => 0.014573373308129
1103 => 0.015261590413497
1104 => 0.015206316948344
1105 => 0.015145299320641
1106 => 0.015152773631873
1107 => 0.015451505351471
1108 => 0.015278225867791
1109 => 0.015738917775104
1110 => 0.015644213368627
1111 => 0.015547080151476
1112 => 0.015533653382115
1113 => 0.015496265380529
1114 => 0.015368048011626
1115 => 0.015213217834007
1116 => 0.015110985539583
1117 => 0.013939085396591
1118 => 0.014156583246501
1119 => 0.014406794697269
1120 => 0.014493166687415
1121 => 0.014345421421511
1122 => 0.015373881895242
1123 => 0.015561791534285
1124 => 0.014992600980583
1125 => 0.014886128667882
1126 => 0.015380862202337
1127 => 0.015082477402346
1128 => 0.015216840059512
1129 => 0.014926421487164
1130 => 0.015516529604876
1201 => 0.01551203396972
1202 => 0.015282468583734
1203 => 0.015476495675974
1204 => 0.015442778693925
1205 => 0.015183599938541
1206 => 0.01552474603371
1207 => 0.015524915237917
1208 => 0.015303963545087
1209 => 0.015045940340407
1210 => 0.014999811885646
1211 => 0.01496506029147
1212 => 0.015208293297656
1213 => 0.015426375250432
1214 => 0.015832171697448
1215 => 0.015934198565714
1216 => 0.016332416224868
1217 => 0.016095296997707
1218 => 0.016200408879899
1219 => 0.016314522697002
1220 => 0.016369233057318
1221 => 0.016280085461103
1222 => 0.016898681398697
1223 => 0.01695090984912
1224 => 0.016968421596772
1225 => 0.016759834527106
1226 => 0.016945108665381
1227 => 0.016858425031717
1228 => 0.017083951765104
1229 => 0.017119317236569
1230 => 0.017089363940401
1231 => 0.01710058949925
]
'min_raw' => 0.0076684691793638
'max_raw' => 0.017119317236569
'avg_raw' => 0.012393893207966
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.007668'
'max' => '$0.017119'
'avg' => '$0.012393'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0011824623882462
'max_diff' => -0.0016336358359297
'year' => 2031
]
6 => [
'items' => [
101 => 0.016572726994316
102 => 0.016545354538738
103 => 0.016172129164679
104 => 0.016324221263351
105 => 0.016039892374848
106 => 0.016130055994304
107 => 0.01616979925865
108 => 0.016149039632766
109 => 0.016332820322413
110 => 0.016176569192299
111 => 0.015764196769865
112 => 0.01535171199684
113 => 0.015346533586517
114 => 0.015237933626741
115 => 0.015159435746897
116 => 0.015174557223417
117 => 0.015227847278998
118 => 0.015156338431991
119 => 0.01517159847009
120 => 0.015425016779644
121 => 0.015475838014329
122 => 0.015303127601733
123 => 0.014609670373168
124 => 0.014439494229872
125 => 0.014561813466933
126 => 0.014503352749986
127 => 0.01170533760951
128 => 0.01236268976322
129 => 0.011972113435055
130 => 0.012152108976626
131 => 0.01175343168482
201 => 0.011943701384937
202 => 0.011908565518863
203 => 0.012965568329563
204 => 0.012949064684534
205 => 0.012956964106056
206 => 0.012579904134975
207 => 0.013180570907201
208 => 0.013476480958477
209 => 0.013421715883377
210 => 0.013435499072913
211 => 0.013198658210801
212 => 0.01295925724331
213 => 0.012693724726818
214 => 0.013187051321649
215 => 0.01313220182567
216 => 0.013258006835221
217 => 0.013577964395682
218 => 0.013625079361861
219 => 0.013688402354197
220 => 0.013665705569082
221 => 0.014206435072031
222 => 0.014140949161376
223 => 0.014298751364472
224 => 0.01397414026022
225 => 0.01360681198339
226 => 0.01367662907995
227 => 0.013669905132117
228 => 0.013584301558824
229 => 0.01350702248045
301 => 0.013378374588201
302 => 0.013785435555581
303 => 0.013768909623686
304 => 0.014036445251772
305 => 0.013989155730805
306 => 0.013673344736081
307 => 0.013684623987541
308 => 0.01376048237423
309 => 0.014023029116696
310 => 0.014100970865405
311 => 0.014064865141961
312 => 0.014150324711245
313 => 0.014217868470339
314 => 0.014158807167465
315 => 0.014994990666899
316 => 0.014647748979424
317 => 0.014816992161807
318 => 0.014857355663567
319 => 0.014753965402563
320 => 0.014776387048047
321 => 0.014810349731423
322 => 0.015016564494306
323 => 0.015557731700833
324 => 0.015797410972754
325 => 0.016518497887896
326 => 0.015777508945718
327 => 0.015733541728406
328 => 0.015863431256562
329 => 0.016286785610552
330 => 0.016629874550808
331 => 0.016743696945567
401 => 0.016758740454038
402 => 0.016972278833375
403 => 0.017094675050156
404 => 0.016946349657507
405 => 0.016820659417552
406 => 0.016370452579281
407 => 0.016422565246683
408 => 0.01678156984744
409 => 0.017288684991274
410 => 0.017723842541022
411 => 0.017571465533872
412 => 0.018733994537023
413 => 0.018849254539181
414 => 0.018833329333685
415 => 0.019095908771587
416 => 0.018574742060723
417 => 0.0183519331947
418 => 0.016847835074075
419 => 0.017270425294605
420 => 0.017884684998
421 => 0.0178033854229
422 => 0.017357293607086
423 => 0.017723504140378
424 => 0.017602423485609
425 => 0.017506922149552
426 => 0.017944432283874
427 => 0.017463371919262
428 => 0.017879886052871
429 => 0.01734570236823
430 => 0.017572161579205
501 => 0.017443612378456
502 => 0.017526799465738
503 => 0.017040489453278
504 => 0.017302890531494
505 => 0.01702957270573
506 => 0.017029443117493
507 => 0.017023409611341
508 => 0.017344966821275
509 => 0.017355452790347
510 => 0.017117821526359
511 => 0.017083575148721
512 => 0.017210201956104
513 => 0.017061955128272
514 => 0.01713131888596
515 => 0.01706405608583
516 => 0.01704891381275
517 => 0.016928257604598
518 => 0.016876275592615
519 => 0.016896659078925
520 => 0.016827079731742
521 => 0.016785155658269
522 => 0.017015069857913
523 => 0.016892235975756
524 => 0.016996243803787
525 => 0.016877713756911
526 => 0.016466836973355
527 => 0.01623053739019
528 => 0.015454429234351
529 => 0.015674532544588
530 => 0.015820461266988
531 => 0.015772231825105
601 => 0.015875847328586
602 => 0.015882208478969
603 => 0.015848522022553
604 => 0.015809517421525
605 => 0.015790532138834
606 => 0.01593203288166
607 => 0.016014178825567
608 => 0.015835107166555
609 => 0.015793153182328
610 => 0.015974204516406
611 => 0.016084645725603
612 => 0.016900081562763
613 => 0.016839671442123
614 => 0.016991288990042
615 => 0.016974219180907
616 => 0.017133138525695
617 => 0.017392904490098
618 => 0.016864727652762
619 => 0.016956400888742
620 => 0.016933924728324
621 => 0.017179313554205
622 => 0.017180079631335
623 => 0.017032956772138
624 => 0.017112714460904
625 => 0.017068195907072
626 => 0.01714864695089
627 => 0.016838864628132
628 => 0.017216146058316
629 => 0.017430040317751
630 => 0.017433010239751
701 => 0.017534394421154
702 => 0.017637406621235
703 => 0.017835129568819
704 => 0.017631892235541
705 => 0.01726628805773
706 => 0.017292683498474
707 => 0.017078329902793
708 => 0.017081933225463
709 => 0.017062698406655
710 => 0.017120423545826
711 => 0.016851532050014
712 => 0.016914640346628
713 => 0.016826288361806
714 => 0.016956208828782
715 => 0.016816435882939
716 => 0.016933913889639
717 => 0.016984613502873
718 => 0.017171696167192
719 => 0.016788803621306
720 => 0.016008059800699
721 => 0.016172181617394
722 => 0.015929432559011
723 => 0.015951899908575
724 => 0.015997287530347
725 => 0.015850171398279
726 => 0.015878236520115
727 => 0.015877233836472
728 => 0.015868593250528
729 => 0.015830322662682
730 => 0.015774822738701
731 => 0.015995917353866
801 => 0.016033485637294
802 => 0.016116995277629
803 => 0.016365463322134
804 => 0.016340635505208
805 => 0.016381130704711
806 => 0.016292729911568
807 => 0.015956000567829
808 => 0.015974286591248
809 => 0.015746259586203
810 => 0.016111164114435
811 => 0.016024749905645
812 => 0.015969038103081
813 => 0.015953836621585
814 => 0.016202920570314
815 => 0.016277450391686
816 => 0.016231008408517
817 => 0.016135754546109
818 => 0.016318670121209
819 => 0.016367610612517
820 => 0.016378566583666
821 => 0.016702657912161
822 => 0.016396679688723
823 => 0.016470331688266
824 => 0.017044943563815
825 => 0.016523849883711
826 => 0.016799884827838
827 => 0.016786374353739
828 => 0.016927584490641
829 => 0.016774791000898
830 => 0.016776685059325
831 => 0.016902070094491
901 => 0.016725989425911
902 => 0.016682389376142
903 => 0.016622156219657
904 => 0.016753673113257
905 => 0.016832511542973
906 => 0.017467891386038
907 => 0.017878375741499
908 => 0.017860555533053
909 => 0.018023398880217
910 => 0.017950036460845
911 => 0.017713129856666
912 => 0.018117500542317
913 => 0.017989540737789
914 => 0.018000089588603
915 => 0.017999696959849
916 => 0.01808477904342
917 => 0.018024490589552
918 => 0.017905655858494
919 => 0.017984543898755
920 => 0.018218813175339
921 => 0.018945992198115
922 => 0.019352931213101
923 => 0.018921493958445
924 => 0.019219093599532
925 => 0.019040639860474
926 => 0.019008209507549
927 => 0.019195124074592
928 => 0.019382365810841
929 => 0.01937043932171
930 => 0.019234511436163
1001 => 0.019157729222659
1002 => 0.019739149867235
1003 => 0.020167530693917
1004 => 0.020138317993439
1005 => 0.02026725335287
1006 => 0.020645811555982
1007 => 0.020680422173828
1008 => 0.020676062031495
1009 => 0.020590276003918
1010 => 0.020963015716876
1011 => 0.021273961743156
1012 => 0.020570419017131
1013 => 0.020838318877151
1014 => 0.020958587755508
1015 => 0.021135178151105
1016 => 0.021433115748464
1017 => 0.021756755003241
1018 => 0.02180252114239
1019 => 0.021770047876552
1020 => 0.021556599088137
1021 => 0.021910729022533
1022 => 0.022118170032733
1023 => 0.022241696407104
1024 => 0.02255493873968
1025 => 0.020959330495156
1026 => 0.019829879672807
1027 => 0.01965349961743
1028 => 0.020012175395843
1029 => 0.020106755338225
1030 => 0.020068630282044
1031 => 0.018797330696313
1101 => 0.019646806488212
1102 => 0.020560771014342
1103 => 0.020595880114029
1104 => 0.021053429865907
1105 => 0.021202426820716
1106 => 0.021570814343394
1107 => 0.02154777160355
1108 => 0.021637468102996
1109 => 0.0216168484311
1110 => 0.022299208743717
1111 => 0.023051953500021
1112 => 0.023025888342692
1113 => 0.022917672377901
1114 => 0.023078391539179
1115 => 0.023855304796715
1116 => 0.023783779073742
1117 => 0.023853260221063
1118 => 0.02476928473661
1119 => 0.025960246909789
1120 => 0.025406925409701
1121 => 0.026607473850921
1122 => 0.027363155456331
1123 => 0.02867002865395
1124 => 0.028506401693122
1125 => 0.029015157838677
1126 => 0.028213475283263
1127 => 0.026372650089255
1128 => 0.026081332455907
1129 => 0.026664557735206
1130 => 0.028098360174073
1201 => 0.026619402193937
1202 => 0.026918593467119
1203 => 0.026832426360315
1204 => 0.02682783488138
1205 => 0.027003072957433
1206 => 0.026748880988315
1207 => 0.025713257177862
1208 => 0.026187877467223
1209 => 0.026004603780363
1210 => 0.026207959599893
1211 => 0.027305387087578
1212 => 0.026820188235868
1213 => 0.026309070659947
1214 => 0.026950125526223
1215 => 0.027766408661343
1216 => 0.027715327129749
1217 => 0.027616207608033
1218 => 0.028174939162218
1219 => 0.029097799996747
1220 => 0.029347245571965
1221 => 0.0295313811959
1222 => 0.029556770387444
1223 => 0.02981829483964
1224 => 0.028412011947533
1225 => 0.030643819013214
1226 => 0.031029190441031
1227 => 0.03095675658461
1228 => 0.03138508070772
1229 => 0.031259056885167
1230 => 0.03107646813882
1231 => 0.031755452981103
]
'min_raw' => 0.01170533760951
'max_raw' => 0.031755452981103
'avg_raw' => 0.021730395295306
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0117053'
'max' => '$0.031755'
'avg' => '$0.02173'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0040368684301463
'max_diff' => 0.014636135744534
'year' => 2032
]
7 => [
'items' => [
101 => 0.030977051650677
102 => 0.029872208960139
103 => 0.029266070408799
104 => 0.030064282549006
105 => 0.030551722849265
106 => 0.03087388988071
107 => 0.030971377429767
108 => 0.028521177685273
109 => 0.027200655917299
110 => 0.028047095230757
111 => 0.029079809611298
112 => 0.028406275167006
113 => 0.028432676442053
114 => 0.02747239332623
115 => 0.029164773359128
116 => 0.028918207823491
117 => 0.030197390258541
118 => 0.029892103104336
119 => 0.030935226722544
120 => 0.03066053731499
121 => 0.031800757688066
122 => 0.03225562246512
123 => 0.033019411219844
124 => 0.033581257336998
125 => 0.033911184123394
126 => 0.033891376556663
127 => 0.035198710853239
128 => 0.034427821493329
129 => 0.033459402772612
130 => 0.033441887133276
131 => 0.033943444911335
201 => 0.03499457241849
202 => 0.035267114487813
203 => 0.035419428323691
204 => 0.03518615438196
205 => 0.034349409231917
206 => 0.033988106918523
207 => 0.034295946957471
208 => 0.033919485042834
209 => 0.034569363924054
210 => 0.035461786434609
211 => 0.035277504715201
212 => 0.035893530874124
213 => 0.036531053140768
214 => 0.037442738614985
215 => 0.03768108695756
216 => 0.038075067704262
217 => 0.038480603308552
218 => 0.038610850415159
219 => 0.038859532554975
220 => 0.038858221877345
221 => 0.03960764224392
222 => 0.040434276115868
223 => 0.040746311265911
224 => 0.041463818887715
225 => 0.040235112229841
226 => 0.041167100344203
227 => 0.042007776952533
228 => 0.041005487643053
301 => 0.042386909952713
302 => 0.042440547450627
303 => 0.043250409987754
304 => 0.042429459155487
305 => 0.041941981171854
306 => 0.04334931184504
307 => 0.044030274827294
308 => 0.043825163235178
309 => 0.042264253891571
310 => 0.041355737703041
311 => 0.038977975597972
312 => 0.041794537523105
313 => 0.0431664026766
314 => 0.042260701092242
315 => 0.042717484289877
316 => 0.045209545303724
317 => 0.046158360788796
318 => 0.045961013800622
319 => 0.045994362193015
320 => 0.046506325806541
321 => 0.048776654412424
322 => 0.047416220885974
323 => 0.048456221342473
324 => 0.0490078338346
325 => 0.049520202258985
326 => 0.048261987344398
327 => 0.046625068227368
328 => 0.046106587229815
329 => 0.042170646919105
330 => 0.04196576413301
331 => 0.041850757216591
401 => 0.041125654876622
402 => 0.040555923059653
403 => 0.040102851166012
404 => 0.03891385521838
405 => 0.039315106447364
406 => 0.037420095069578
407 => 0.038632456194006
408 => 0.035607972278411
409 => 0.038126852356343
410 => 0.036755940449348
411 => 0.037676470924338
412 => 0.03767325928023
413 => 0.035978270821321
414 => 0.035000636851729
415 => 0.035623623267236
416 => 0.036291514157383
417 => 0.036399877207255
418 => 0.037265815180067
419 => 0.037507479855004
420 => 0.036775224607699
421 => 0.035545296571818
422 => 0.035830980802881
423 => 0.034994847469905
424 => 0.033529555965268
425 => 0.034581953905433
426 => 0.034941288832877
427 => 0.035099991607695
428 => 0.033659045702751
429 => 0.03320626921496
430 => 0.032965214812023
501 => 0.035359288550113
502 => 0.035490441313802
503 => 0.034819445231639
504 => 0.037852411149472
505 => 0.037165957552149
506 => 0.037932894405574
507 => 0.035805057953313
508 => 0.035886344171301
509 => 0.034878992294708
510 => 0.035443042034323
511 => 0.035044389858535
512 => 0.035397472389411
513 => 0.035609108602604
514 => 0.036616295182665
515 => 0.038138352809221
516 => 0.036465855094317
517 => 0.035737123889324
518 => 0.036189224630362
519 => 0.037393228480883
520 => 0.039217355946247
521 => 0.038137435772765
522 => 0.038616686007523
523 => 0.038721380863458
524 => 0.037925087708351
525 => 0.039246716410697
526 => 0.039954987969176
527 => 0.040681528032028
528 => 0.041312362411412
529 => 0.040391331953967
530 => 0.041376966567963
531 => 0.040582719057013
601 => 0.039870196931892
602 => 0.039871277533839
603 => 0.039424301996464
604 => 0.038558230570256
605 => 0.038398513711344
606 => 0.039229380981421
607 => 0.0398956578486
608 => 0.039950535602632
609 => 0.040319420710843
610 => 0.040537723118064
611 => 0.04267738347656
612 => 0.043537972572945
613 => 0.044590284629888
614 => 0.045000219481125
615 => 0.04623397641357
616 => 0.045237617489782
617 => 0.045022048969229
618 => 0.042029358209933
619 => 0.042519411154114
620 => 0.043304033200824
621 => 0.042042296338489
622 => 0.042842577965848
623 => 0.043000570511372
624 => 0.041999423002717
625 => 0.042534179144119
626 => 0.0411140253767
627 => 0.038169308280519
628 => 0.039249994722617
629 => 0.040045743699124
630 => 0.038910111794507
701 => 0.040945688028508
702 => 0.039756546415427
703 => 0.039379645612945
704 => 0.037909221207621
705 => 0.038603204925108
706 => 0.039541827839899
707 => 0.038961868005184
708 => 0.040165371743624
709 => 0.041869853999979
710 => 0.04308456955953
711 => 0.04317782033701
712 => 0.04239683961184
713 => 0.043648366208077
714 => 0.043657482213008
715 => 0.042245755099816
716 => 0.041381080103516
717 => 0.041184624125065
718 => 0.041675409676699
719 => 0.042271313940394
720 => 0.043210888876362
721 => 0.04377865433214
722 => 0.04525908552128
723 => 0.045659647753773
724 => 0.046099744204402
725 => 0.046687848783161
726 => 0.047394019116881
727 => 0.045848958629002
728 => 0.045910346762539
729 => 0.044471607829045
730 => 0.042934108942572
731 => 0.044100878945463
801 => 0.045626275515333
802 => 0.045276347856792
803 => 0.045236973846832
804 => 0.045303190010144
805 => 0.045039355983173
806 => 0.043846044457326
807 => 0.043246770879571
808 => 0.04401998668587
809 => 0.044430916475041
810 => 0.045068232741203
811 => 0.044989670059284
812 => 0.046631328318146
813 => 0.047269227076371
814 => 0.04710602527679
815 => 0.047136058335583
816 => 0.048290943567333
817 => 0.049575413465302
818 => 0.050778489025482
819 => 0.052002309158594
820 => 0.050526946221614
821 => 0.049777847909952
822 => 0.050550726154418
823 => 0.050140626078855
824 => 0.052497182756623
825 => 0.052660345628043
826 => 0.055016731899941
827 => 0.057253223065229
828 => 0.055848523035212
829 => 0.057173091894439
830 => 0.058605721109376
831 => 0.061369495300703
901 => 0.060438753383812
902 => 0.05972581966206
903 => 0.059052100739874
904 => 0.060454002867075
905 => 0.062257527557787
906 => 0.062645989502221
907 => 0.063275446256089
908 => 0.062613649445707
909 => 0.063410710809285
910 => 0.066224687669226
911 => 0.065464326282009
912 => 0.064384490877969
913 => 0.066605855351682
914 => 0.067409758519382
915 => 0.073051971957665
916 => 0.080175499491709
917 => 0.077226312317011
918 => 0.075395656668001
919 => 0.075825904169251
920 => 0.078427175278059
921 => 0.07926262099799
922 => 0.076991591535808
923 => 0.077793757535045
924 => 0.082213771058064
925 => 0.084584966502152
926 => 0.081364564595045
927 => 0.072479603456329
928 => 0.06428726351457
929 => 0.066460240973
930 => 0.066213892764555
1001 => 0.070962645887123
1002 => 0.065446191914392
1003 => 0.065539074851558
1004 => 0.070386027159684
1005 => 0.069092943381675
1006 => 0.066998313266958
1007 => 0.064302556632464
1008 => 0.059319201166293
1009 => 0.054905304258757
1010 => 0.063561972554184
1011 => 0.063188681276155
1012 => 0.062648100186902
1013 => 0.063851104904052
1014 => 0.069692554331687
1015 => 0.069557890015454
1016 => 0.068701224341913
1017 => 0.069350997704989
1018 => 0.066884404854803
1019 => 0.067520101995571
1020 => 0.064285965806067
1021 => 0.065747930433181
1022 => 0.066993819131478
1023 => 0.067243949733359
1024 => 0.067807506751381
1025 => 0.062991973735121
1026 => 0.0651540066828
1027 => 0.066423998484471
1028 => 0.060686129321827
1029 => 0.066310579259781
1030 => 0.062908146018902
1031 => 0.061753309074115
1101 => 0.063308144882072
1102 => 0.062702223855584
1103 => 0.062181288537886
1104 => 0.061890597679805
1105 => 0.063032297496203
1106 => 0.062979035835142
1107 => 0.06111099334113
1108 => 0.058674208058844
1109 => 0.05949207318433
1110 => 0.059194935116714
1111 => 0.058118068428103
1112 => 0.058843746554847
1113 => 0.055648227341962
1114 => 0.050150502624828
1115 => 0.053782467972829
1116 => 0.053642641257749
1117 => 0.053572134287369
1118 => 0.056301455866243
1119 => 0.056039094572596
1120 => 0.055562906255579
1121 => 0.05810932285623
1122 => 0.057179846542856
1123 => 0.060044273528513
1124 => 0.061930970400789
1125 => 0.06145244304573
1126 => 0.063226890573303
1127 => 0.059510915144965
1128 => 0.060745213123202
1129 => 0.060999600225853
1130 => 0.058077900470648
1201 => 0.056082020124914
1202 => 0.055948917660555
1203 => 0.052488336190306
1204 => 0.054336950878875
1205 => 0.055963655303943
1206 => 0.055184590121698
1207 => 0.05493796135891
1208 => 0.056197934220743
1209 => 0.056295844903045
1210 => 0.054063470970445
1211 => 0.054527652201121
1212 => 0.056463365096749
1213 => 0.054478877202679
1214 => 0.050623341388759
1215 => 0.049667115199954
1216 => 0.049539536999622
1217 => 0.046946175736327
1218 => 0.049731014806263
1219 => 0.048515357923189
1220 => 0.052355603451015
1221 => 0.050162075801171
1222 => 0.050067517208334
1223 => 0.049924578026532
1224 => 0.047692364856809
1225 => 0.048181077676431
1226 => 0.049805633521917
1227 => 0.050385293349519
1228 => 0.050324830080487
1229 => 0.049797672312001
1230 => 0.050039002438929
1231 => 0.049261594015104
]
'min_raw' => 0.027200655917299
'max_raw' => 0.084584966502152
'avg_raw' => 0.055892811209725
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.02720065'
'max' => '$0.084584'
'avg' => '$0.055892'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.015495318307789
'max_diff' => 0.05282951352105
'year' => 2033
]
8 => [
'items' => [
101 => 0.048987074920294
102 => 0.048120617144648
103 => 0.046847163579518
104 => 0.047024245108294
105 => 0.04450120037852
106 => 0.043126511701621
107 => 0.04274601599396
108 => 0.042237201231667
109 => 0.042803487975266
110 => 0.044494052909805
111 => 0.042454872925393
112 => 0.038958841873963
113 => 0.039168959297101
114 => 0.039641030762469
115 => 0.03876132870982
116 => 0.037928764544786
117 => 0.038652611538218
118 => 0.037171297094364
119 => 0.039820040535945
120 => 0.039748399448868
121 => 0.040735687206694
122 => 0.041353058502847
123 => 0.039930217541545
124 => 0.039572376887549
125 => 0.039776219187016
126 => 0.036407160041156
127 => 0.040460363197763
128 => 0.040495415466975
129 => 0.040195276657138
130 => 0.042353482209423
131 => 0.046907969085939
201 => 0.045194387919184
202 => 0.044530837498151
203 => 0.043269427662716
204 => 0.044950181373328
205 => 0.044821125712196
206 => 0.044237487069647
207 => 0.043884500597571
208 => 0.044534888995528
209 => 0.043803910277534
210 => 0.043672606413831
211 => 0.0428770478598
212 => 0.042593069651619
213 => 0.04238282349178
214 => 0.042151363128158
215 => 0.042661907013979
216 => 0.041504947401067
217 => 0.040109767526045
218 => 0.039993773415492
219 => 0.040314043353034
220 => 0.040172347746965
221 => 0.039993095031444
222 => 0.039650852780944
223 => 0.039549316816069
224 => 0.039879259443665
225 => 0.03950677345396
226 => 0.040056396822132
227 => 0.039906929678037
228 => 0.039072018361251
301 => 0.038031409736775
302 => 0.038022146137266
303 => 0.037797948716063
304 => 0.037512399591853
305 => 0.037432966357977
306 => 0.038591651163404
307 => 0.040990094034121
308 => 0.040519222308726
309 => 0.040859475387199
310 => 0.04253318377244
311 => 0.043065205337941
312 => 0.04268758903237
313 => 0.042170684542945
314 => 0.042193425717145
315 => 0.043959844835141
316 => 0.044070014228796
317 => 0.044348376744571
318 => 0.044706151242578
319 => 0.042748519576441
320 => 0.042101221441717
321 => 0.041794495674751
322 => 0.040849899030307
323 => 0.041868565527744
324 => 0.041275032183336
325 => 0.041355120109483
326 => 0.041302962742515
327 => 0.041331444191745
328 => 0.039819300158172
329 => 0.040370245968055
330 => 0.039454191701427
331 => 0.038227697870328
401 => 0.038223586232942
402 => 0.038523768860531
403 => 0.038345208487494
404 => 0.037864707114858
405 => 0.037932960066938
406 => 0.037334992387583
407 => 0.038005564169766
408 => 0.038024793769058
409 => 0.037766587106626
410 => 0.038799695458154
411 => 0.039222960792711
412 => 0.039053003636175
413 => 0.039211036145537
414 => 0.040538789154774
415 => 0.040755270829205
416 => 0.040851417689011
417 => 0.040722593633889
418 => 0.039235305033156
419 => 0.039301272607038
420 => 0.038817246320064
421 => 0.038408295113006
422 => 0.038424651016621
423 => 0.038634905096985
424 => 0.039553096997173
425 => 0.04148537772075
426 => 0.04155870636173
427 => 0.041647582813747
428 => 0.041286077617671
429 => 0.041177044191396
430 => 0.041320887424568
501 => 0.042046550469849
502 => 0.043913152837908
503 => 0.043253370894856
504 => 0.042716957905036
505 => 0.043187536713011
506 => 0.043115094794042
507 => 0.042503612094972
508 => 0.042486449812215
509 => 0.041312819009855
510 => 0.040878954424503
511 => 0.040516384702781
512 => 0.040120468031783
513 => 0.039885755357968
514 => 0.04024638069995
515 => 0.040328859982455
516 => 0.03954034636956
517 => 0.03943287487778
518 => 0.040076792115319
519 => 0.039793428146732
520 => 0.040084875015512
521 => 0.040152493189053
522 => 0.040141605105734
523 => 0.039845740578386
524 => 0.040034315805311
525 => 0.039588279176652
526 => 0.039103281335522
527 => 0.038793882929314
528 => 0.038523891784154
529 => 0.038673698563466
530 => 0.038139664748856
531 => 0.037968816583585
601 => 0.039970430761505
602 => 0.041449044675714
603 => 0.041427545043806
604 => 0.041296671563823
605 => 0.041102220119283
606 => 0.042032325135518
607 => 0.041708295145899
608 => 0.041944054036958
609 => 0.042004064569502
610 => 0.042185698377498
611 => 0.042250616851903
612 => 0.042054388133471
613 => 0.041395820587096
614 => 0.039754732876254
615 => 0.038990802116825
616 => 0.03873869224194
617 => 0.038747855957067
618 => 0.038495079785232
619 => 0.038569533696471
620 => 0.038469187753347
621 => 0.038279156813361
622 => 0.038661964688415
623 => 0.038706079729913
624 => 0.038616727797662
625 => 0.038637773412294
626 => 0.037897977575964
627 => 0.037954222646648
628 => 0.037641042945801
629 => 0.03758232552733
630 => 0.036790634515265
701 => 0.035388039129945
702 => 0.036165213126641
703 => 0.035226496225833
704 => 0.034870989911615
705 => 0.036553901510548
706 => 0.036384983862717
707 => 0.036095870276366
708 => 0.035668211025603
709 => 0.035509588049494
710 => 0.034545845060583
711 => 0.034488901983429
712 => 0.034966559031983
713 => 0.034746136739251
714 => 0.034436580359804
715 => 0.033315398532677
716 => 0.032054818948441
717 => 0.032092867922368
718 => 0.032493834834197
719 => 0.033659700208094
720 => 0.033204176436837
721 => 0.032873688714256
722 => 0.032811798298241
723 => 0.033586486431029
724 => 0.034682832441105
725 => 0.035197213459674
726 => 0.034687477492256
727 => 0.034101920259021
728 => 0.034137560414597
729 => 0.034374658402574
730 => 0.034399574048725
731 => 0.034018436486145
801 => 0.034125724477485
802 => 0.033962744208019
803 => 0.032962534595148
804 => 0.03294444397495
805 => 0.032698976405393
806 => 0.032691543744942
807 => 0.03227394217437
808 => 0.032215516827903
809 => 0.031386343562929
810 => 0.031932107916903
811 => 0.031566037842172
812 => 0.031014283892351
813 => 0.030919161303434
814 => 0.030916301803547
815 => 0.031482829740087
816 => 0.031925487708116
817 => 0.03157240578785
818 => 0.031492015878811
819 => 0.032350369790196
820 => 0.032241136430902
821 => 0.032146541046234
822 => 0.034584666680731
823 => 0.032654699991711
824 => 0.031813124356651
825 => 0.030771514697385
826 => 0.031110668054694
827 => 0.031182132650278
828 => 0.028677249183997
829 => 0.027661018273691
830 => 0.027312286121127
831 => 0.027111585836978
901 => 0.0272030474767
902 => 0.026288320465427
903 => 0.026903032145191
904 => 0.026110955873378
905 => 0.02597816170877
906 => 0.027394492202193
907 => 0.02759156631627
908 => 0.026750786919489
909 => 0.027290703402042
910 => 0.027094922180068
911 => 0.026124533747662
912 => 0.026087472047238
913 => 0.025600565242659
914 => 0.024838650377229
915 => 0.024490434838823
916 => 0.024309081163075
917 => 0.024383911224201
918 => 0.024346074855458
919 => 0.024099166955903
920 => 0.02436022732724
921 => 0.023693325956066
922 => 0.023427760456476
923 => 0.023307810681383
924 => 0.022715897329056
925 => 0.023657894697671
926 => 0.023843480046259
927 => 0.024029431055313
928 => 0.025648007634986
929 => 0.025567148123115
930 => 0.026298078730245
1001 => 0.026269676110947
1002 => 0.026061202861503
1003 => 0.025181688514282
1004 => 0.025532247257249
1005 => 0.024453281935323
1006 => 0.02526171611702
1007 => 0.024892780517512
1008 => 0.025136978619711
1009 => 0.024697888413503
1010 => 0.024940899063208
1011 => 0.023887489217171
1012 => 0.022903829924818
1013 => 0.023299683138866
1014 => 0.023730020853842
1015 => 0.02466310266792
1016 => 0.024107366837213
1017 => 0.024307230456634
1018 => 0.02363772078834
1019 => 0.022256331106669
1020 => 0.022264149622249
1021 => 0.022051652914934
1022 => 0.021868024734786
1023 => 0.024171199782541
1024 => 0.023884763557543
1025 => 0.023428364920856
1026 => 0.024039272632623
1027 => 0.024200806328023
1028 => 0.024205404965242
1029 => 0.024651107461937
1030 => 0.02488897896432
1031 => 0.024930904847609
1101 => 0.025632227356198
1102 => 0.02586730141041
1103 => 0.026835538170782
1104 => 0.024868797229258
1105 => 0.024828293493817
1106 => 0.024047869356943
1107 => 0.02355291203132
1108 => 0.024081759508483
1109 => 0.02455024617837
1110 => 0.024062426543678
1111 => 0.024126125489534
1112 => 0.023471267486289
1113 => 0.023705348408516
1114 => 0.023906970432844
1115 => 0.023795646601805
1116 => 0.023628989438605
1117 => 0.02451183561399
1118 => 0.024462021972873
1119 => 0.025284148627938
1120 => 0.025925055146402
1121 => 0.027073674203233
1122 => 0.025875030338564
1123 => 0.025831346991958
1124 => 0.026258358712064
1125 => 0.02586723603714
1126 => 0.026114412066596
1127 => 0.027033850323561
1128 => 0.027053276605099
1129 => 0.02672786135999
1130 => 0.026708059812752
1201 => 0.026770559370228
1202 => 0.027136621230502
1203 => 0.027008707968577
1204 => 0.027156732433644
1205 => 0.027341839293841
1206 => 0.028107519751298
1207 => 0.028292122717392
1208 => 0.027843633215448
1209 => 0.027884126795949
1210 => 0.02771637941091
1211 => 0.027554337538831
1212 => 0.02791858400295
1213 => 0.02858425157541
1214 => 0.02858011049199
1215 => 0.028734532430073
1216 => 0.028830736018197
1217 => 0.028417759792635
1218 => 0.028148927455351
1219 => 0.028252014879712
1220 => 0.028416853916217
1221 => 0.028198559801818
1222 => 0.026851147404079
1223 => 0.027259866252516
1224 => 0.027191835450805
1225 => 0.027094951316342
1226 => 0.027505921278974
1227 => 0.02746628222351
1228 => 0.026278938617802
1229 => 0.026354948503112
1230 => 0.02628356103068
1231 => 0.026514228558611
]
'min_raw' => 0.021868024734786
'max_raw' => 0.048987074920294
'avg_raw' => 0.03542754982754
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.021868'
'max' => '$0.048987'
'avg' => '$0.035427'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0053326311825123
'max_diff' => -0.035597891581859
'year' => 2034
]
9 => [
'items' => [
101 => 0.025854779233646
102 => 0.026057621404546
103 => 0.026184842112608
104 => 0.026259776087012
105 => 0.026530488985265
106 => 0.026498723951212
107 => 0.026528514426148
108 => 0.026929910188703
109 => 0.028960032213312
110 => 0.0290705272759
111 => 0.028526409176048
112 => 0.028743773624684
113 => 0.028326481415682
114 => 0.0286066124712
115 => 0.028798271024828
116 => 0.027932202874803
117 => 0.027880919939695
118 => 0.027461905417307
119 => 0.027687060087443
120 => 0.027328822818063
121 => 0.027416721713361
122 => 0.02717094873922
123 => 0.027613291159763
124 => 0.028107898718993
125 => 0.028232856121099
126 => 0.027904146993702
127 => 0.02766613992248
128 => 0.027248277909818
129 => 0.027943191749538
130 => 0.028146405733388
131 => 0.027942124352992
201 => 0.027894787893517
202 => 0.027805085388349
203 => 0.02791381870404
204 => 0.028145298986389
205 => 0.028036137160003
206 => 0.028108240469515
207 => 0.027833457006265
208 => 0.02841789650495
209 => 0.029346127081886
210 => 0.029349111494971
211 => 0.029239949080162
212 => 0.029195282171959
213 => 0.029307289434083
214 => 0.029368048779006
215 => 0.029730259726094
216 => 0.030118926503441
217 => 0.031932664764715
218 => 0.03142337431874
219 => 0.033032630803915
220 => 0.034305343747886
221 => 0.034686974710791
222 => 0.034335892182043
223 => 0.033134857816301
224 => 0.033075929340481
225 => 0.034870781746529
226 => 0.034363653732372
227 => 0.034303332468756
228 => 0.033661616138266
301 => 0.034040949967699
302 => 0.033957984094711
303 => 0.033827018405369
304 => 0.034550760927305
305 => 0.035905542319429
306 => 0.035694386934407
307 => 0.035536769234704
308 => 0.034846134356431
309 => 0.035262050812036
310 => 0.03511395092855
311 => 0.035750282014515
312 => 0.035373333575649
313 => 0.034359811738891
314 => 0.034521218432006
315 => 0.034496822135047
316 => 0.034998896197727
317 => 0.034848186026355
318 => 0.034467393555275
319 => 0.035900911823914
320 => 0.035807827121196
321 => 0.035939799947524
322 => 0.035997898467069
323 => 0.036870455775765
324 => 0.037227914586418
325 => 0.037309063994633
326 => 0.037648622217897
327 => 0.037300615476708
328 => 0.038692890566065
329 => 0.039618672258983
330 => 0.040694015335598
331 => 0.042265380595504
401 => 0.042856228469169
402 => 0.042749497089266
403 => 0.043940888295582
404 => 0.046081791810194
405 => 0.043182234900343
406 => 0.04623547536709
407 => 0.045268854686674
408 => 0.042977014442172
409 => 0.042829446949447
410 => 0.044381507771837
411 => 0.047823829295579
412 => 0.046961566796369
413 => 0.04782523964813
414 => 0.046817719389866
415 => 0.046767687516996
416 => 0.047776306638014
417 => 0.050133000191238
418 => 0.049013423423438
419 => 0.047408235595311
420 => 0.048593481308111
421 => 0.047566711782371
422 => 0.045253112666183
423 => 0.046960907440486
424 => 0.045818953710105
425 => 0.046152236518229
426 => 0.048552453406694
427 => 0.048263652960487
428 => 0.04863738748008
429 => 0.047977755835335
430 => 0.04736155586478
501 => 0.04621137286013
502 => 0.04587086037579
503 => 0.045964965776106
504 => 0.045870813741827
505 => 0.045227296921452
506 => 0.045088329525362
507 => 0.044856711110244
508 => 0.044928499342138
509 => 0.044492988959358
510 => 0.0453148870327
511 => 0.045467438557653
512 => 0.046065547434819
513 => 0.046127645082597
514 => 0.047793369791959
515 => 0.046875916613409
516 => 0.047491423414677
517 => 0.047436366692997
518 => 0.043026685569738
519 => 0.043634300721577
520 => 0.0445795592177
521 => 0.044153721546464
522 => 0.043551686710006
523 => 0.0430655113005
524 => 0.04232890584111
525 => 0.043365663879946
526 => 0.044728890454089
527 => 0.046162218758184
528 => 0.047884268800162
529 => 0.047499927277665
530 => 0.046130026230482
531 => 0.046191478990745
601 => 0.046571355773923
602 => 0.046079380824262
603 => 0.045934287807116
604 => 0.046551422221422
605 => 0.046555672086962
606 => 0.045989595450219
607 => 0.04536050485941
608 => 0.045357868946864
609 => 0.045245928352524
610 => 0.046837633372922
611 => 0.047712910194612
612 => 0.047813259271639
613 => 0.047706155902188
614 => 0.047747375738309
615 => 0.047238071441177
616 => 0.048402190034924
617 => 0.049470500375943
618 => 0.049184170383429
619 => 0.048754921020442
620 => 0.048413003227373
621 => 0.049103625417685
622 => 0.049072873098691
623 => 0.049461169617088
624 => 0.049443554244104
625 => 0.049312984729538
626 => 0.049184175046477
627 => 0.049694890879827
628 => 0.049547812921667
629 => 0.049400506510815
630 => 0.049105060952367
701 => 0.049145216910592
702 => 0.04871604166356
703 => 0.04851748555656
704 => 0.045531678109994
705 => 0.044733772796198
706 => 0.044984810050779
707 => 0.045067458033166
708 => 0.044720208618059
709 => 0.045218075078267
710 => 0.045140483117814
711 => 0.045442348046156
712 => 0.04525375594438
713 => 0.04526149583002
714 => 0.045816104989268
715 => 0.045977110387674
716 => 0.045895221742572
717 => 0.045952573742623
718 => 0.047274226377031
719 => 0.047086329636491
720 => 0.046986513237999
721 => 0.047014163062539
722 => 0.047351873647182
723 => 0.047446414172568
724 => 0.047045839323263
725 => 0.047234752737891
726 => 0.048039122080694
727 => 0.048320605827313
728 => 0.049218966826657
729 => 0.048837327107042
730 => 0.049537843329376
731 => 0.051690991373251
801 => 0.05341107501721
802 => 0.051829215012762
803 => 0.054987929573561
804 => 0.057447441949836
805 => 0.057353041768302
806 => 0.056924168895953
807 => 0.054124079445084
808 => 0.051547395385412
809 => 0.053702901013112
810 => 0.05370839584024
811 => 0.053523235995198
812 => 0.052373224099949
813 => 0.053483218074038
814 => 0.053571325364796
815 => 0.053522008711591
816 => 0.052640297287849
817 => 0.051294086911305
818 => 0.051557133196509
819 => 0.051988008377673
820 => 0.051172271769751
821 => 0.050911594496296
822 => 0.05139624314353
823 => 0.052957882065472
824 => 0.052662663273237
825 => 0.052654953917499
826 => 0.053918025102931
827 => 0.053013938721983
828 => 0.051560451052557
829 => 0.051193426246879
830 => 0.049890735444259
831 => 0.050790508621654
901 => 0.050822889856474
902 => 0.050330093282673
903 => 0.051600438778564
904 => 0.051588732321179
905 => 0.052794736303553
906 => 0.055100162963441
907 => 0.054418334856956
908 => 0.053625442951801
909 => 0.053711652286399
910 => 0.054657155904172
911 => 0.054085482833118
912 => 0.054291060455315
913 => 0.054656844737819
914 => 0.054877531477366
915 => 0.053679898860754
916 => 0.053400673408432
917 => 0.052829476127797
918 => 0.052680461419181
919 => 0.053145689685836
920 => 0.05302311847433
921 => 0.050820168339073
922 => 0.05058994779284
923 => 0.050597008328314
924 => 0.05001810781842
925 => 0.049135145588791
926 => 0.051455517609322
927 => 0.051269159262488
928 => 0.051063434070573
929 => 0.051088634232731
930 => 0.052095829082139
1001 => 0.051511605204923
1002 => 0.053064860134912
1003 => 0.052745557616423
1004 => 0.052418066193174
1005 => 0.052372796902848
1006 => 0.052246740645153
1007 => 0.051814446834047
1008 => 0.051292426080306
1009 => 0.050947742762022
1010 => 0.046996599610473
1011 => 0.047729908796658
1012 => 0.048573514172129
1013 => 0.048864723367205
1014 => 0.048366589887964
1015 => 0.051834116179967
1016 => 0.05246766664743
1017 => 0.050548600956009
1018 => 0.050189622120079
1019 => 0.051857650772687
1020 => 0.050851625586955
1021 => 0.05130463866649
1022 => 0.050325472173441
1023 => 0.052315062892341
1024 => 0.052299905544539
1025 => 0.051525909817943
1026 => 0.052180085705968
1027 => 0.052066406546946
1028 => 0.051192567277886
1029 => 0.052342765155809
1030 => 0.052343335639607
1031 => 0.051598381580876
1101 => 0.050728438331691
1102 => 0.050572913025879
1103 => 0.050455745599835
1104 => 0.051275822662177
1105 => 0.052011101191959
1106 => 0.053379272244876
1107 => 0.053723262954522
1108 => 0.055065881595028
1109 => 0.054266417565522
1110 => 0.05462080961501
1111 => 0.055005552316545
1112 => 0.055190012116105
1113 => 0.05488944477138
1114 => 0.056975084163966
1115 => 0.05715117603104
1116 => 0.057210218110881
1117 => 0.056506952242419
1118 => 0.057131616935039
1119 => 0.056839357012083
1120 => 0.057599736139471
1121 => 0.057718973295654
1122 => 0.057617983666352
1123 => 0.057655831421755
1124 => 0.055876106132184
1125 => 0.055783817987121
1126 => 0.054525462580718
1127 => 0.055038251710121
1128 => 0.054079617011325
1129 => 0.054383609949344
1130 => 0.054517607139872
1201 => 0.054447614611814
1202 => 0.055067244038114
1203 => 0.05454043244383
1204 => 0.053150090030671
1205 => 0.05175936881965
1206 => 0.051741909447702
1207 => 0.051375757101109
1208 => 0.051111096018669
1209 => 0.051162079132504
1210 => 0.051341750275487
1211 => 0.051100653205215
1212 => 0.051152103489089
1213 => 0.052006521012852
1214 => 0.052177868353816
1215 => 0.051595563139493
1216 => 0.049257523677748
1217 => 0.048683762929308
1218 => 0.049096170777116
1219 => 0.048899066388331
1220 => 0.039465362991037
1221 => 0.041681671672131
1222 => 0.040364816312557
1223 => 0.04097168384785
1224 => 0.039627515523767
1225 => 0.040269023101918
1226 => 0.040150560076339
1227 => 0.043714318850196
1228 => 0.043658675658732
1229 => 0.043685309109914
1230 => 0.042414025091929
1231 => 0.044439215051701
]
'min_raw' => 0.025854779233646
'max_raw' => 0.057718973295654
'avg_raw' => 0.04178687626465
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.025854'
'max' => '$0.057718'
'avg' => '$0.041786'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0039867544988597
'max_diff' => 0.0087318983753603
'year' => 2035
]
10 => [
'items' => [
101 => 0.045436896449361
102 => 0.045252252175084
103 => 0.045298723160915
104 => 0.044500197658603
105 => 0.043693040582266
106 => 0.042797779164025
107 => 0.044461064221462
108 => 0.044276135316298
109 => 0.044700295689424
110 => 0.045779054943244
111 => 0.045937906341176
112 => 0.04615140423091
113 => 0.046074880435255
114 => 0.047897987706975
115 => 0.04767719738712
116 => 0.048209238532259
117 => 0.04711478953065
118 => 0.045876316599277
119 => 0.0461117098148
120 => 0.046089039555232
121 => 0.045800421131224
122 => 0.045539869323031
123 => 0.045106123972406
124 => 0.046478558444017
125 => 0.046422840110829
126 => 0.047324855159661
127 => 0.047165415238073
128 => 0.046100636420143
129 => 0.046138665203931
130 => 0.046394427050916
131 => 0.047279621723568
201 => 0.04754240777106
202 => 0.047420674803648
203 => 0.047708807708085
204 => 0.047936536207627
205 => 0.047737406901458
206 => 0.050556657950267
207 => 0.049385908357304
208 => 0.049956523562891
209 => 0.050092611927164
210 => 0.04974402444371
211 => 0.049819620586889
212 => 0.049934128145089
213 => 0.050629395615604
214 => 0.052453978635499
215 => 0.053262074034654
216 => 0.055693268913736
217 => 0.053194972960985
218 => 0.053046734418125
219 => 0.0534846660309
220 => 0.054912034793035
221 => 0.056068783108815
222 => 0.05645254325957
223 => 0.056503263498682
224 => 0.057223223053392
225 => 0.057635890443701
226 => 0.057135801026634
227 => 0.056712027607214
228 => 0.055194123819547
229 => 0.055369825316084
301 => 0.056580234392436
302 => 0.058290008505521
303 => 0.059757172566226
304 => 0.059243422847997
305 => 0.063162970547305
306 => 0.063551577691774
307 => 0.063497884749582
308 => 0.064383189657181
309 => 0.062626039704806
310 => 0.061874824056989
311 => 0.056803652230526
312 => 0.058228444663351
313 => 0.060299464139588
314 => 0.060025356945984
315 => 0.058521327243831
316 => 0.059756031624827
317 => 0.059347799743694
318 => 0.059025810321488
319 => 0.060500906285334
320 => 0.058878977679483
321 => 0.060283284161034
322 => 0.058482246572754
323 => 0.059245769613435
324 => 0.05881235700809
325 => 0.059092828080799
326 => 0.057453199920708
327 => 0.05833790347617
328 => 0.057416393344166
329 => 0.057415956428379
330 => 0.05739561404114
331 => 0.058479766624842
401 => 0.058515120801674
402 => 0.057713930404255
403 => 0.057598466351041
404 => 0.058025397472934
405 => 0.057525572942635
406 => 0.057759437694504
407 => 0.057532656467727
408 => 0.057481603236836
409 => 0.057074802407107
410 => 0.056899541424438
411 => 0.056968265771661
412 => 0.056733674144757
413 => 0.056592324203998
414 => 0.057367495980197
415 => 0.056953352970514
416 => 0.057304022624316
417 => 0.05690439029577
418 => 0.055519090533512
419 => 0.054722389990958
420 => 0.052105687157409
421 => 0.052847780834993
422 => 0.053339789710984
423 => 0.053177180780404
424 => 0.053526527684592
425 => 0.053547974747231
426 => 0.053434398507509
427 => 0.053302891771929
428 => 0.053238881565827
429 => 0.053715961199532
430 => 0.05399292198466
501 => 0.053389169383919
502 => 0.053247718596962
503 => 0.053858145810406
504 => 0.054230506057974
505 => 0.056979804914871
506 => 0.056776127975434
507 => 0.057287317123841
508 => 0.057229765070567
509 => 0.057765572736915
510 => 0.058641391822179
511 => 0.05686060673897
512 => 0.0571696894545
513 => 0.057093909510414
514 => 0.057921255069373
515 => 0.0579238379519
516 => 0.057427802960329
517 => 0.057696711576508
518 => 0.057546614164079
519 => 0.057817860475221
520 => 0.056773407745732
521 => 0.058045438428544
522 => 0.058766597857853
523 => 0.058776611157228
524 => 0.059118435003245
525 => 0.0594657478279
526 => 0.060132384550254
527 => 0.059447155691532
528 => 0.058214495680375
529 => 0.058303489751713
530 => 0.057580781638184
531 => 0.05759293049214
601 => 0.057528078957599
602 => 0.057722703294554
603 => 0.056816116843018
604 => 0.057028890871134
605 => 0.056731005985768
606 => 0.057169041910935
607 => 0.056697787665388
608 => 0.057093872967031
609 => 0.057264810252784
610 => 0.05789557251723
611 => 0.056604623566072
612 => 0.0539722912651
613 => 0.054525639428708
614 => 0.053707194030171
615 => 0.053782944267847
616 => 0.053935971803513
617 => 0.053439959492924
618 => 0.053534583010641
619 => 0.053531202392732
620 => 0.053502070053956
621 => 0.053373038095068
622 => 0.053185916226484
623 => 0.053931352157847
624 => 0.054058016248358
625 => 0.054339574831203
626 => 0.055177302190738
627 => 0.055093593472549
628 => 0.055230125864956
629 => 0.054932076418927
630 => 0.053796769926822
701 => 0.053858422531468
702 => 0.053089613563621
703 => 0.054319914657377
704 => 0.054028563119194
705 => 0.053840726887174
706 => 0.053789474030977
707 => 0.054629277954602
708 => 0.054880560450864
709 => 0.054723978062134
710 => 0.054402823014612
711 => 0.055019535646821
712 => 0.055184541930183
713 => 0.055221480751831
714 => 0.056314177293187
715 => 0.055282550350148
716 => 0.055530873208828
717 => 0.057468217265359
718 => 0.05571131354129
719 => 0.056641984627558
720 => 0.056596433120864
721 => 0.057072532956406
722 => 0.056557379038036
723 => 0.056563764988261
724 => 0.056986509388426
725 => 0.056392841120749
726 => 0.056245840508896
727 => 0.05604276021646
728 => 0.05648617860545
729 => 0.056751987875561
730 => 0.058894215377258
731 => 0.060278192040796
801 => 0.060218109963853
802 => 0.060767147678177
803 => 0.060519801159265
804 => 0.059721054002984
805 => 0.061084418001917
806 => 0.060652992587082
807 => 0.060688558774099
808 => 0.060687234998842
809 => 0.060974095183843
810 => 0.06077082845242
811 => 0.060370168859883
812 => 0.06063614539541
813 => 0.061426000617571
814 => 0.063877735462879
815 => 0.065249758763479
816 => 0.063795137937419
817 => 0.064798515905086
818 => 0.064196846664612
819 => 0.064087505465508
820 => 0.064717700978252
821 => 0.065348999564818
822 => 0.065308788574032
823 => 0.064850498217727
824 => 0.064591621624137
825 => 0.066551921920819
826 => 0.067996237786569
827 => 0.067897745127341
828 => 0.068332459693644
829 => 0.069608795105524
830 => 0.06972548722003
831 => 0.06971078669574
901 => 0.069421553114373
902 => 0.070678271080466
903 => 0.07172664731763
904 => 0.069354603897049
905 => 0.070257846979278
906 => 0.070663341899565
907 => 0.071258728747468
908 => 0.072263246158302
909 => 0.073354418501552
910 => 0.073508722234984
911 => 0.073399236352001
912 => 0.07267957885934
913 => 0.073873552657718
914 => 0.074572954506677
915 => 0.074989432302205
916 => 0.076045550696367
917 => 0.070665846098145
918 => 0.066857823794857
919 => 0.066263146123689
920 => 0.067472446552552
921 => 0.067791329431653
922 => 0.067662788142933
923 => 0.063376512830341
924 => 0.066240579771234
925 => 0.069322074982047
926 => 0.069440447762878
927 => 0.070983108696438
928 => 0.071485462332213
929 => 0.072727506584919
930 => 0.07264981637874
1001 => 0.072952234389033
1002 => 0.072882713725616
1003 => 0.07518333916048
1004 => 0.077721270661318
1005 => 0.077633390163572
1006 => 0.077268532482884
1007 => 0.077810408356185
1008 => 0.080429825646318
1009 => 0.080188671677549
1010 => 0.080422932216762
1011 => 0.083511372825718
1012 => 0.087526784942915
1013 => 0.085661222873691
1014 => 0.089708955762881
1015 => 0.092256789055525
1016 => 0.096663003284273
1017 => 0.096111323561772
1018 => 0.09782663042673
1019 => 0.095123701719461
1020 => 0.088917231055552
1021 => 0.087935033315573
1022 => 0.089901418064219
1023 => 0.094735583091747
1024 => 0.089749173004169
1025 => 0.090757917270572
1026 => 0.090467398853986
1027 => 0.09045191836219
1028 => 0.091042745770336
1029 => 0.090185719799335
1030 => 0.08669404181745
1031 => 0.08829425725996
1101 => 0.08767633722895
1102 => 0.088361965572346
1103 => 0.092062018967016
1104 => 0.090426137162976
1105 => 0.088702868570666
1106 => 0.090864229809337
1107 => 0.093616385390465
1108 => 0.093444160440298
1109 => 0.093109972052527
1110 => 0.094993774496854
1111 => 0.098105264232552
1112 => 0.098946287405133
1113 => 0.099567113517171
1114 => 0.099652714949078
1115 => 0.10053446289871
1116 => 0.095793081944435
1117 => 0.10331777528617
1118 => 0.10461708196083
1119 => 0.10437286615674
1120 => 0.10581699084244
1121 => 0.105392092726
1122 => 0.10477648201975
1123 => 0.10706572682071
1124 => 0.10444129238894
1125 => 0.10071623812014
1126 => 0.098672599675053
1127 => 0.10136382763515
1128 => 0.10300726663947
1129 => 0.10409347527897
1130 => 0.10442216135698
1201 => 0.096161141850935
1202 => 0.091708910514323
1203 => 0.094562739756155
1204 => 0.098044608391963
1205 => 0.095773739988359
1206 => 0.095862753730458
1207 => 0.092625092160637
1208 => 0.098331069599752
1209 => 0.097499756681697
1210 => 0.10181260957113
1211 => 0.10078331261626
1212 => 0.10430027672361
1213 => 0.10337414220785
1214 => 0.10721847480331
1215 => 0.1087520831568
1216 => 0.11132725026938
1217 => 0.1132215536802
1218 => 0.11433392487529
1219 => 0.11426714228114
1220 => 0.11867491113721
1221 => 0.1160758038385
1222 => 0.11281071250876
1223 => 0.11275165730784
1224 => 0.11444269437421
1225 => 0.11798664415196
1226 => 0.11890553876696
1227 => 0.11941907549884
1228 => 0.11863257611763
1229 => 0.11581143142458
1230 => 0.11459327544965
1231 => 0.11563117963366
]
'min_raw' => 0.042797779164025
'max_raw' => 0.11941907549884
'avg_raw' => 0.081108427331432
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.042797'
'max' => '$0.119419'
'avg' => '$0.0811084'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.016942999930379
'max_diff' => 0.061700102203185
'year' => 2036
]
11 => [
'items' => [
101 => 0.11436191200473
102 => 0.11655302402586
103 => 0.11956188882715
104 => 0.11894057014403
105 => 0.12101754534841
106 => 0.12316699618078
107 => 0.12624080740895
108 => 0.12704441548689
109 => 0.12837274908126
110 => 0.12974004068471
111 => 0.1301791778982
112 => 0.13101762709502
113 => 0.13101320805388
114 => 0.13353993114265
115 => 0.13632698495566
116 => 0.13737903324962
117 => 0.13979816029132
118 => 0.13565549000874
119 => 0.13879775300564
120 => 0.14163215288479
121 => 0.13825286450028
122 => 0.14291042626512
123 => 0.14309126883419
124 => 0.14582177692091
125 => 0.14305388387296
126 => 0.14141031781652
127 => 0.14615523143786
128 => 0.14845114567584
129 => 0.14775959762259
130 => 0.14249688279141
131 => 0.1394337570312
201 => 0.13141696608392
202 => 0.14091320126058
203 => 0.14553854040615
204 => 0.14248490428042
205 => 0.14402498072283
206 => 0.15242713842116
207 => 0.15562613607326
208 => 0.15496076692431
209 => 0.15507320335757
210 => 0.15679932442473
211 => 0.16445389582875
212 => 0.15986709921189
213 => 0.16337353336149
214 => 0.16523333339105
215 => 0.16696081930628
216 => 0.16271865987599
217 => 0.15719967278688
218 => 0.15545157790444
219 => 0.14218128034831
220 => 0.14149050373053
221 => 0.1411027498823
222 => 0.13865801671806
223 => 0.13673712611975
224 => 0.13520956259787
225 => 0.13120077974738
226 => 0.13255362628036
227 => 0.12616446311469
228 => 0.13025202329005
301 => 0.1200547646059
302 => 0.12854734465124
303 => 0.12392521944279
304 => 0.1270288522086
305 => 0.12701802392626
306 => 0.12130325199674
307 => 0.11800709081203
308 => 0.12010753300744
309 => 0.12235937377422
310 => 0.12272472736253
311 => 0.12564429769572
312 => 0.12645908701976
313 => 0.12399023732905
314 => 0.11984344908524
315 => 0.12080665341611
316 => 0.11798757150701
317 => 0.11304723889574
318 => 0.11659547202709
319 => 0.11780699482293
320 => 0.1183420723085
321 => 0.11348382258635
322 => 0.11195725504592
323 => 0.11114452329654
324 => 0.1192163100534
325 => 0.11965850075297
326 => 0.11739619061451
327 => 0.1276220469614
328 => 0.12530762073136
329 => 0.12789340187851
330 => 0.12071925271891
331 => 0.12099331487808
401 => 0.11759695769509
402 => 0.11949869077289
403 => 0.11815460712922
404 => 0.1193450495335
405 => 0.12005859580225
406 => 0.12345439567645
407 => 0.12858611923105
408 => 0.12294717641519
409 => 0.12049020827917
410 => 0.12201449749224
411 => 0.12607388053514
412 => 0.13222405364113
413 => 0.12858302737861
414 => 0.13019885300528
415 => 0.13055183902163
416 => 0.12786708105377
417 => 0.1323230444969
418 => 0.13471103150626
419 => 0.13716061205357
420 => 0.13928751420711
421 => 0.13618219571554
422 => 0.13950533163144
423 => 0.13682747069568
424 => 0.13442515260413
425 => 0.13442879592904
426 => 0.13292178669794
427 => 0.13000176641731
428 => 0.12946326987641
429 => 0.13226459688678
430 => 0.13451099586244
501 => 0.1346960200416
502 => 0.13593974193867
503 => 0.136675763746
504 => 0.14388977803098
505 => 0.14679131425386
506 => 0.15033925782392
507 => 0.15172138179561
508 => 0.1558810794315
509 => 0.15252178575639
510 => 0.15179498143883
511 => 0.14170491560087
512 => 0.14335716331658
513 => 0.14600257132763
514 => 0.14174853740461
515 => 0.14444674278513
516 => 0.14497942568305
517 => 0.14160398695973
518 => 0.14340695462595
519 => 0.13861880704713
520 => 0.12869048776377
521 => 0.13233409755442
522 => 0.13501702078614
523 => 0.13118815853243
524 => 0.13805124592476
525 => 0.13404197195304
526 => 0.1327712245831
527 => 0.1278135860388
528 => 0.1301534005947
529 => 0.13331803328448
530 => 0.13136265821023
531 => 0.13542035509033
601 => 0.14116713602078
602 => 0.14526263433854
603 => 0.14557703584538
604 => 0.14294390480413
605 => 0.14716351410214
606 => 0.14719424934923
607 => 0.14243451282346
608 => 0.13951920070376
609 => 0.13885683565629
610 => 0.14051155340918
611 => 0.14252068623893
612 => 0.14568852873457
613 => 0.14760278960885
614 => 0.15259416672344
615 => 0.15394469025665
616 => 0.1554285061665
617 => 0.15741134181394
618 => 0.15979224439731
619 => 0.15458296508975
620 => 0.15478993946795
621 => 0.14993913070413
622 => 0.14475534586364
623 => 0.14868919238967
624 => 0.15383217342478
625 => 0.15265236789283
626 => 0.15251961566925
627 => 0.15274286808692
628 => 0.15185333324468
629 => 0.14783000012094
630 => 0.14580950741359
701 => 0.14841645848874
702 => 0.14980193696313
703 => 0.15195069325049
704 => 0.15168581368333
705 => 0.15722077912001
706 => 0.15937149932003
707 => 0.15882125305836
708 => 0.15892251161292
709 => 0.16281628780328
710 => 0.1671469677431
711 => 0.1712032209903
712 => 0.17532941601348
713 => 0.17035512686491
714 => 0.16782948960676
715 => 0.17043530256862
716 => 0.16905262153158
717 => 0.17699791690021
718 => 0.17754803191287
719 => 0.18549275274621
720 => 0.1930332388568
721 => 0.18829719463258
722 => 0.19276307101991
723 => 0.19759328044104
724 => 0.20691153808766
725 => 0.20377347673253
726 => 0.2013697709142
727 => 0.1990982805305
728 => 0.20382489143004
729 => 0.20990560084285
730 => 0.21121532741005
731 => 0.21333758480299
801 => 0.21110629065161
802 => 0.21379363868796
803 => 0.22328115813684
804 => 0.2207175466331
805 => 0.21707680617668
806 => 0.22456629159051
807 => 0.22727670724714
808 => 0.24629982378108
809 => 0.27031729421092
810 => 0.26037390374575
811 => 0.25420172041281
812 => 0.2556523299022
813 => 0.2644226970605
814 => 0.2672394606342
815 => 0.25958252624424
816 => 0.26228708491611
817 => 0.27718946910446
818 => 0.28518412009578
819 => 0.27432631022469
820 => 0.24437004341733
821 => 0.21674899733278
822 => 0.22407534254632
823 => 0.22324476236206
824 => 0.23925551506216
825 => 0.22065640534658
826 => 0.22096956665411
827 => 0.23731140476436
828 => 0.23295168252658
829 => 0.22588949085241
830 => 0.21680055914749
831 => 0.19999882826653
901 => 0.18511706667433
902 => 0.21430362822164
903 => 0.2130450506154
904 => 0.21122244373082
905 => 0.2152784581258
906 => 0.23497331270804
907 => 0.2345192825639
908 => 0.23163097443507
909 => 0.23382173069441
910 => 0.22550544068799
911 => 0.22764873798105
912 => 0.21674462201796
913 => 0.22167373782938
914 => 0.22587433856087
915 => 0.22671767134867
916 => 0.22861774318122
917 => 0.21238183740712
918 => 0.21967128243854
919 => 0.22395314846587
920 => 0.20460752197879
921 => 0.22357074763115
922 => 0.21209920640923
923 => 0.20820559302174
924 => 0.21344783050343
925 => 0.21140492545857
926 => 0.20964855566441
927 => 0.20866847114101
928 => 0.21251779178293
929 => 0.21233821637405
930 => 0.20603998068292
1001 => 0.19782418897278
1002 => 0.20058167834488
1003 => 0.19957985660439
1004 => 0.19594912537931
1005 => 0.19839579984886
1006 => 0.18762188371859
1007 => 0.16908592099589
1008 => 0.1813313457424
1009 => 0.18085991021011
1010 => 0.18062219103684
1011 => 0.18982428929516
1012 => 0.18893971987615
1013 => 0.18733421771892
1014 => 0.19591963907314
1015 => 0.19278584478864
1016 => 0.20244346035869
1017 => 0.20880459058853
1018 => 0.20719120220124
1019 => 0.21317387592842
1020 => 0.20064520533066
1021 => 0.20480672714022
1022 => 0.20566441101755
1023 => 0.19581369630631
1024 => 0.18908444637275
1025 => 0.18863568212125
1026 => 0.17696809008422
1027 => 0.18320082357289
1028 => 0.18868537111488
1029 => 0.18605869846035
1030 => 0.18522717236754
1031 => 0.18947525883971
1101 => 0.18980537154099
1102 => 0.18227876696786
1103 => 0.18384378639518
1104 => 0.19037017756995
1105 => 0.18367933808258
1106 => 0.17068012990103
1107 => 0.16745614654389
1108 => 0.16702600773425
1109 => 0.15828230917235
1110 => 0.16767158852789
1111 => 0.16357291647215
1112 => 0.1765205723866
1113 => 0.16912494076794
1114 => 0.16880612987032
1115 => 0.16832420043918
1116 => 0.16079813788931
1117 => 0.16244586728151
1118 => 0.16792317073743
1119 => 0.16987753431675
1120 => 0.1696736781838
1121 => 0.16789632896237
1122 => 0.16870999033444
1123 => 0.16608890355658
1124 => 0.16516334326212
1125 => 0.16224202037738
1126 => 0.15794848277286
1127 => 0.15854552551056
1128 => 0.15003890405077
1129 => 0.14540404519891
1130 => 0.14412117735517
1201 => 0.14240567285979
1202 => 0.14431494815271
1203 => 0.15001480586098
1204 => 0.14313956817253
1205 => 0.13135245539754
1206 => 0.13206088095958
1207 => 0.13365250286405
1208 => 0.13068652597471
1209 => 0.12787947776452
1210 => 0.13031997844026
1211 => 0.12532562337073
1212 => 0.13425604681339
1213 => 0.13401450388649
1214 => 0.13734321349223
1215 => 0.13942472392069
1216 => 0.13462751628008
1217 => 0.1334210315315
1218 => 0.13410830007597
1219 => 0.1227492819455
1220 => 0.13641493937361
1221 => 0.13653312054653
1222 => 0.13552118159414
1223 => 0.14279772229477
1224 => 0.15815349278306
1225 => 0.15237603424093
1226 => 0.15013882766881
1227 => 0.14588589633981
1228 => 0.15155267482162
1229 => 0.15111755464973
1230 => 0.14914977621803
1231 => 0.1479596576827
]
'min_raw' => 0.11114452329654
'max_raw' => 0.28518412009578
'avg_raw' => 0.19816432169616
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.111144'
'max' => '$0.285184'
'avg' => '$0.198164'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.068346744132511
'max_diff' => 0.16576504459694
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0034886995842762
]
1 => [
'year' => 2028
'avg' => 0.0059876212633437
]
2 => [
'year' => 2029
'avg' => 0.016357102127719
]
3 => [
'year' => 2030
'avg' => 0.012619479931808
]
4 => [
'year' => 2031
'avg' => 0.012393893207966
]
5 => [
'year' => 2032
'avg' => 0.021730395295306
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0034886995842762
'min' => '$0.003488'
'max_raw' => 0.021730395295306
'max' => '$0.02173'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.021730395295306
]
1 => [
'year' => 2033
'avg' => 0.055892811209725
]
2 => [
'year' => 2034
'avg' => 0.03542754982754
]
3 => [
'year' => 2035
'avg' => 0.04178687626465
]
4 => [
'year' => 2036
'avg' => 0.081108427331432
]
5 => [
'year' => 2037
'avg' => 0.19816432169616
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.021730395295306
'min' => '$0.02173'
'max_raw' => 0.19816432169616
'max' => '$0.198164'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.19816432169616
]
]
]
]
'prediction_2025_max_price' => '$0.005965'
'last_price' => 0.00578386
'sma_50day_nextmonth' => '$0.005181'
'sma_200day_nextmonth' => '$0.005943'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.00512'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.005285'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.004613'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.00492'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004734'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0051014'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.006225'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.005343'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.005174'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.004988'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.004892'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0049014'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0053019'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.00804'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.005679'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.009746'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.050754'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.119717'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.0052097'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.005125'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.005249'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.00619'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.017256'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.050892'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.101177'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '54.43'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 71.67
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.004322'
'vwma_10_action' => 'BUY'
'hma_9' => '0.005472'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 72.57
'cci_20_action' => 'NEUTRAL'
'adx_14' => 6.1
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0004018'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 60.18
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.000110'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 9
'buy_signals' => 25
'sell_pct' => 26.47
'buy_pct' => 73.53
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767698912
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de 0chain para 2026
A previsão de preço para 0chain em 2026 sugere que o preço médio poderia variar entre $0.001998 na extremidade inferior e $0.005965 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, 0chain poderia potencialmente ganhar 3.13% até 2026 se ZCN atingir a meta de preço prevista.
Previsão de preço de 0chain 2027-2032
A previsão de preço de ZCN para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.003488 na extremidade inferior e $0.02173 na extremidade superior. Considerando a volatilidade de preços no mercado, se 0chain atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de 0chain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001923 | $0.003488 | $0.005053 |
| 2028 | $0.003471 | $0.005987 | $0.0085034 |
| 2029 | $0.007626 | $0.016357 | $0.025087 |
| 2030 | $0.006486 | $0.012619 | $0.018752 |
| 2031 | $0.007668 | $0.012393 | $0.017119 |
| 2032 | $0.0117053 | $0.02173 | $0.031755 |
Previsão de preço de 0chain 2032-2037
A previsão de preço de 0chain para 2032-2037 é atualmente estimada entre $0.02173 na extremidade inferior e $0.198164 na extremidade superior. Comparado ao preço atual, 0chain poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de 0chain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.0117053 | $0.02173 | $0.031755 |
| 2033 | $0.02720065 | $0.055892 | $0.084584 |
| 2034 | $0.021868 | $0.035427 | $0.048987 |
| 2035 | $0.025854 | $0.041786 | $0.057718 |
| 2036 | $0.042797 | $0.0811084 | $0.119419 |
| 2037 | $0.111144 | $0.198164 | $0.285184 |
0chain Histograma de preços potenciais
Previsão de preço de 0chain baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 73.53%
Baixista 26.47%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para 0chain é Altista, com 25 indicadores técnicos mostrando sinais de alta e 9 indicando sinais de baixa. A previsão de preço de ZCN foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de 0chain
De acordo com nossos indicadores técnicos, o SMA de 200 dias de 0chain está projetado para aumentar no próximo mês, alcançando $0.005943 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para 0chain é esperado para alcançar $0.005181 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 54.43, sugerindo que o mercado de ZCN está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ZCN para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.00512 | BUY |
| SMA 5 | $0.005285 | BUY |
| SMA 10 | $0.004613 | BUY |
| SMA 21 | $0.00492 | BUY |
| SMA 50 | $0.004734 | BUY |
| SMA 100 | $0.0051014 | BUY |
| SMA 200 | $0.006225 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.005343 | BUY |
| EMA 5 | $0.005174 | BUY |
| EMA 10 | $0.004988 | BUY |
| EMA 21 | $0.004892 | BUY |
| EMA 50 | $0.0049014 | BUY |
| EMA 100 | $0.0053019 | BUY |
| EMA 200 | $0.00804 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.005679 | BUY |
| SMA 50 | $0.009746 | SELL |
| SMA 100 | $0.050754 | SELL |
| SMA 200 | $0.119717 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.00619 | SELL |
| EMA 50 | $0.017256 | SELL |
| EMA 100 | $0.050892 | SELL |
| EMA 200 | $0.101177 | SELL |
Osciladores de 0chain
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 54.43 | NEUTRAL |
| Stoch RSI (14) | 71.67 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 72.57 | NEUTRAL |
| Índice Direcional Médio (14) | 6.1 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.0004018 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 60.18 | NEUTRAL |
| VWMA (10) | 0.004322 | BUY |
| Média Móvel de Hull (9) | 0.005472 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.000110 | BUY |
Previsão do preço de 0chain com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do 0chain
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de 0chain por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.008127 | $0.01142 | $0.016047 | $0.022549 | $0.031685 | $0.044523 |
| Amazon.com stock | $0.012068 | $0.025181 | $0.052542 | $0.109632 | $0.228755 | $0.477311 |
| Apple stock | $0.0082039 | $0.011636 | $0.0165057 | $0.023412 | $0.0332083 | $0.0471035 |
| Netflix stock | $0.009126 | $0.014399 | $0.02272 | $0.035848 | $0.056563 | $0.089248 |
| Google stock | $0.00749 | $0.009699 | $0.01256 | $0.016266 | $0.021064 | $0.027278 |
| Tesla stock | $0.013111 | $0.029722 | $0.067379 | $0.152744 | $0.34626 | $0.784946 |
| Kodak stock | $0.004337 | $0.003252 | $0.002439 | $0.001829 | $0.001371 | $0.001028 |
| Nokia stock | $0.003831 | $0.002538 | $0.001681 | $0.001113 | $0.000737 | $0.000488 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para 0chain
Você pode fazer perguntas como: 'Devo investir em 0chain agora?', 'Devo comprar ZCN hoje?', '0chain será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para 0chain/Zus regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como 0chain, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre 0chain para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de 0chain é de $0.005783 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para 0chain
com base no histórico de preços de 4 horas
Previsão de longo prazo para 0chain
com base no histórico de preços de 1 mês
Previsão do preço de 0chain com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se 0chain tiver 1% da média anterior do crescimento anual do Bitcoin | $0.005934 | $0.006088 | $0.006246 | $0.006409 |
| Se 0chain tiver 2% da média anterior do crescimento anual do Bitcoin | $0.006084 | $0.00640085 | $0.006733 | $0.007083 |
| Se 0chain tiver 5% da média anterior do crescimento anual do Bitcoin | $0.006535 | $0.007384 | $0.008344 | $0.009429 |
| Se 0chain tiver 10% da média anterior do crescimento anual do Bitcoin | $0.007287 | $0.009181 | $0.011568 | $0.014574 |
| Se 0chain tiver 20% da média anterior do crescimento anual do Bitcoin | $0.00879 | $0.01336 | $0.0203063 | $0.030862 |
| Se 0chain tiver 50% da média anterior do crescimento anual do Bitcoin | $0.01330091 | $0.030587 | $0.070341 | $0.16176 |
| Se 0chain tiver 100% da média anterior do crescimento anual do Bitcoin | $0.020817 | $0.07493 | $0.269699 | $0.970733 |
Perguntas Frequentes sobre 0chain
ZCN é um bom investimento?
A decisão de adquirir 0chain depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de 0chain experimentou uma queda de -0.2323% nas últimas 24 horas, e 0chain registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em 0chain dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
0chain pode subir?
Parece que o valor médio de 0chain pode potencialmente subir para $0.005965 até o final deste ano. Observando as perspectivas de 0chain em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.018752. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de 0chain na próxima semana?
Com base na nossa nova previsão experimental de 0chain, o preço de 0chain aumentará 0.86% na próxima semana e atingirá $0.005833 até 13 de janeiro de 2026.
Qual será o preço de 0chain no próximo mês?
Com base na nossa nova previsão experimental de 0chain, o preço de 0chain diminuirá -11.62% no próximo mês e atingirá $0.005111 até 5 de fevereiro de 2026.
Até onde o preço de 0chain pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de 0chain em 2026, espera-se que ZCN fluctue dentro do intervalo de $0.001998 e $0.005965. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de 0chain não considera flutuações repentinas e extremas de preço.
Onde estará 0chain em 5 anos?
O futuro de 0chain parece seguir uma tendência de alta, com um preço máximo de $0.018752 projetada após um período de cinco anos. Com base na previsão de 0chain para 2030, o valor de 0chain pode potencialmente atingir seu pico mais alto de aproximadamente $0.018752, enquanto seu pico mais baixo está previsto para cerca de $0.006486.
Quanto será 0chain em 2026?
Com base na nossa nova simulação experimental de previsão de preços de 0chain, espera-se que o valor de ZCN em 2026 aumente 3.13% para $0.005965 se o melhor cenário ocorrer. O preço ficará entre $0.005965 e $0.001998 durante 2026.
Quanto será 0chain em 2027?
De acordo com nossa última simulação experimental para previsão de preços de 0chain, o valor de ZCN pode diminuir -12.62% para $0.005053 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.005053 e $0.001923 ao longo do ano.
Quanto será 0chain em 2028?
Nosso novo modelo experimental de previsão de preços de 0chain sugere que o valor de ZCN em 2028 pode aumentar 47.02%, alcançando $0.0085034 no melhor cenário. O preço é esperado para variar entre $0.0085034 e $0.003471 durante o ano.
Quanto será 0chain em 2029?
Com base no nosso modelo de previsão experimental, o valor de 0chain pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.025087 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.025087 e $0.007626.
Quanto será 0chain em 2030?
Usando nossa nova simulação experimental para previsões de preços de 0chain, espera-se que o valor de ZCN em 2030 aumente 224.23%, alcançando $0.018752 no melhor cenário. O preço está previsto para variar entre $0.018752 e $0.006486 ao longo de 2030.
Quanto será 0chain em 2031?
Nossa simulação experimental indica que o preço de 0chain poderia aumentar 195.98% em 2031, potencialmente atingindo $0.017119 sob condições ideais. O preço provavelmente oscilará entre $0.017119 e $0.007668 durante o ano.
Quanto será 0chain em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de 0chain, ZCN poderia ver um 449.04% aumento em valor, atingindo $0.031755 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.031755 e $0.0117053 ao longo do ano.
Quanto será 0chain em 2033?
De acordo com nossa previsão experimental de preços de 0chain, espera-se que o valor de ZCN seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.084584. Ao longo do ano, o preço de ZCN poderia variar entre $0.084584 e $0.02720065.
Quanto será 0chain em 2034?
Os resultados da nossa nova simulação de previsão de preços de 0chain sugerem que ZCN pode aumentar 746.96% em 2034, atingindo potencialmente $0.048987 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.048987 e $0.021868.
Quanto será 0chain em 2035?
Com base em nossa previsão experimental para o preço de 0chain, ZCN poderia aumentar 897.93%, com o valor potencialmente atingindo $0.057718 em 2035. A faixa de preço esperada para o ano está entre $0.057718 e $0.025854.
Quanto será 0chain em 2036?
Nossa recente simulação de previsão de preços de 0chain sugere que o valor de ZCN pode aumentar 1964.7% em 2036, possivelmente atingindo $0.119419 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.119419 e $0.042797.
Quanto será 0chain em 2037?
De acordo com a simulação experimental, o valor de 0chain poderia aumentar 4830.69% em 2037, com um pico de $0.285184 sob condições favoráveis. O preço é esperado para cair entre $0.285184 e $0.111144 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Shiba Saga- Previsão de Preço do GoChain
- Previsão de Preço do KTX.Finance
- Previsão de Preço do stake.link
- Previsão de Preço do Hydranet
- Previsão de Preço do LootBot
- Previsão de Preço do SpaceFalcon
- Previsão de Preço do OraiDEX
- Previsão de Preço do Prisma Governance Token
- Previsão de Preço do Santiment Network Token
- Previsão de Preço do Roundtable
- Previsão de Preço do DeFi Yield Protocol
- Previsão de Preço do NFTX
- Previsão de Preço do Polka City
- Previsão de Preço do TONToken
- Previsão de Preço do Mint Club
- Previsão de Preço do ZMINE
- Previsão de Preço do Metaverse Index
- Previsão de Preço do DOGWIFHOOD
- Previsão de Preço do Law Blocks
- Previsão de Preço do MARS4
- Previsão de Preço do Arianee
- Previsão de Preço do Dogami
- Previsão de Preço do Morpheus Labs
- Previsão de Preço do ScarQuest
Previsão de Preço do Shiba Saga
Previsão de Preço do GoChain
Previsão de Preço do KTX.Finance
Previsão de Preço do stake.link
Previsão de Preço do Hydranet
Previsão de Preço do LootBot
Previsão de Preço do SpaceFalcon
Previsão de Preço do OraiDEX
Previsão de Preço do Prisma Governance Token
Previsão de Preço do Santiment Network Token
Previsão de Preço do Roundtable
Previsão de Preço do DeFi Yield Protocol
Previsão de Preço do NFTX
Previsão de Preço do Polka City
Previsão de Preço do TONToken
Previsão de Preço do Mint Club
Previsão de Preço do ZMINE
Previsão de Preço do Metaverse Index
Previsão de Preço do DOGWIFHOOD
Previsão de Preço do Law Blocks
Previsão de Preço do MARS4
Previsão de Preço do Arianee
Previsão de Preço do Dogami
Previsão de Preço do Morpheus Labs
Previsão de Preço do ScarQuestComo ler e prever os movimentos de preço de 0chain?
Traders de 0chain utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de 0chain
Médias móveis são ferramentas populares para a previsão de preço de 0chain. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ZCN em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de ZCN acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de ZCN.
Como ler gráficos de 0chain e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de 0chain em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de ZCN dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de 0chain?
A ação de preço de 0chain é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de ZCN. A capitalização de mercado de 0chain pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ZCN, grandes detentores de 0chain, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de 0chain.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado